diff --git a/content/.smart-env/multi/多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング_md.ajson b/content/.smart-env/multi/多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング_md.ajson
index ad143b8d..a851fd47 100644
--- a/content/.smart-env/multi/多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング_md.ajson
+++ b/content/.smart-env/multi/多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング_md.ajson
@@ -280,3 +280,58 @@
 "smart_sources:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md": {"path":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md","embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.04828151,-0.01517538,0.00906407,-0.02771934,0.0346327,0.03131747,-0.07433163,0.05349542,0.04490082,0.01965595,0.01266471,-0.06406876,0.05357479,0.06090457,0.01119192,-0.01839614,0.01343946,-0.05031481,-0.05249674,-0.01529202,0.15580373,-0.03936385,0.03425002,-0.02554833,0.07515801,0.01809142,-0.02068525,-0.01750689,-0.03466494,-0.16523767,-0.03803512,0.01336498,0.07223744,0.01510463,0.04782869,0.00581932,0.01245751,0.04683775,0.00254673,0.0555324,-0.03629488,-0.01094309,0.02718189,-0.00355795,0.04005891,-0.01990458,-0.00852871,-0.06313202,-0.03140478,-0.04536589,-0.10422902,-0.05982641,-0.01230383,0.00961585,0.02790446,0.00789597,0.05847933,-0.01783372,0.00962032,0.05866222,0.02601361,0.02793916,-0.26979953,0.03068163,0.04220859,-0.02868266,-0.09173433,-0.01738752,0.04289103,0.00881162,-0.04722809,0.01127,0.00865429,0.01916429,0.05378183,0.01841501,-0.02490663,-0.06524423,-0.00376066,-0.05247312,-0.02755183,0.05732418,0.00990725,-0.01220547,-0.03824747,-0.00843847,0.01876927,-0.03669746,0.01521502,0.01983664,-0.03068997,-0.01119069,0.00723592,0.04254078,-0.07500538,-0.02017346,0.00737649,0.02642949,-0.00334695,0.10357308,-0.05101009,0.01874861,0.01516039,-0.05401858,0.00590946,-0.03667465,-0.03839323,-0.06115799,0.0197215,0.00779143,-0.02837518,0.00121944,0.02866922,-0.04798699,0.00549502,-0.00813572,0.08344332,-0.01335388,-0.00865675,-0.00063084,0.02530398,0.00918458,0.00240348,-0.01560623,0.01151494,-0.00367678,0.02644916,0.03362491,0.01652312,-0.01465121,0.05391981,0.06000238,-0.05424735,-0.00738959,-0.00509272,0.016466,-0.02713678,-0.02250965,0.00103689,-0.01681723,-0.03387734,-0.1262223,-0.02317294,-0.07803225,-0.0993823,0.13967071,-0.05487924,0.0037463,0.01944356,-0.00859239,-0.02780228,0.07710917,-0.01516016,-0.02220491,0.03305377,-0.046662,0.05833658,0.12733957,-0.04814702,0.00154395,-0.03401837,-0.07626993,-0.03019551,0.12612537,0.01753052,-0.02773548,-0.02056631,0.06055476,0.01855475,-0.07090388,0.01431209,-0.00334048,0.0192597,-0.0163972,0.06738758,0.09683182,0.09598109,0.01006411,-0.03882705,0.03970144,-0.0056285,-0.02739967,-0.04006793,0.04103617,-0.01597453,-0.03552204,0.01427345,-0.02259326,0.03801757,-0.0061365,-0.07310129,0.01698487,0.00697032,0.02971563,-0.05128564,-0.05741592,-0.03495617,-0.02246238,-0.00175471,-0.09074894,0.09930959,0.04973929,-0.04062723,-0.03351645,0.0581498,-0.00161241,0.03940171,-0.02528874,0.02956435,0.03717725,-0.03659784,-0.01004796,0.06004794,0.04462557,0.00403185,0.02965445,0.01801541,-0.00083918,0.04804205,0.10274957,0.02774204,-0.00718372,-0.08810395,-0.20157294,-0.00123127,0.03808947,-0.05720103,-0.01283234,0.01548595,0.0508883,-0.07616311,0.1036773,0.07479197,0.0782224,0.07044954,-0.05976588,-0.00697534,0.00523593,-0.00695681,0.03794569,-0.04291292,-0.02160001,0.05070641,0.0219473,-0.01061888,0.00747226,-0.00539579,0.04408463,0.0056252,0.09495005,0.04071087,-0.04288275,-0.02625296,0.05390524,0.01512447,-0.00758446,-0.09228418,0.05613212,0.00679654,-0.04823154,-0.01277082,-0.01320283,-0.05947952,0.01742423,0.02438481,0.00880528,-0.04446401,-0.04157336,-0.05577935,-0.02345069,-0.00571509,-0.05351062,0.04255898,0.04080776,0.0058984,0.09423952,0.03665904,-0.00573552,-0.0163237,-0.01047603,-0.0047753,0.00098078,0.0038746,0.0290133,0.00651435,-0.01357754,-0.06995568,-0.02247181,-0.00204834,0.00736542,0.02645969,-0.02296801,0.04411576,0.02171151,0.13010088,0.01360519,0.02589878,0.05473169,0.04284343,0.00254366,-0.07819048,-0.00619903,0.00189728,0.03881833,0.00250697,0.08441199,0.05166014,-0.02431281,0.0133683,0.0373925,-0.05107107,0.01429161,-0.01447571,-0.06571983,-0.04141194,-0.01259902,0.00025455,0.03408977,-0.00500045,-0.32317805,0.02471129,-0.04988255,0.01206101,0.02758442,0.01801583,-0.01669815,-0.01008383,-0.03663532,0.03667895,-0.05621309,0.07594997,0.03049136,-0.07207087,0.00564484,0.0160503,0.00793649,-0.01916395,0.0020979,-0.03888035,-0.02610042,0.0267573,0.19182304,-0.03084715,-0.0162387,-0.03340451,-0.01744382,0.04894535,0.0865764,-0.00904047,-0.01427078,-0.01819906,0.09689737,0.0288652,0.00989372,0.0192777,-0.0458016,0.01426494,-0.01774603,-0.04559176,-0.04665128,0.04634793,-0.01519447,0.01683944,0.09266575,0.00675044,-0.05653271,-0.06239571,-0.01588566,0.00085946,-0.0232172,-0.02307927,-0.03829979,0.0326874,0.02379701,0.06903826,0.04876067,0.01747691,-0.02991226,-0.01490318,0.03111873,0.01207038,0.00871143,0.05328949,0.03322826],"last_embed":{"hash":"yyuv27","tokens":494}}},"last_read":{"hash":"yyuv27","at":1762464116236},"class_name":"SmartSource","last_import":{"mtime":1762464104273,"size":14938,"at":1762464115928,"hash":"yyuv27"},"blocks":{"#---frontmatter---":[1,3],"#paper #research":[4,182],"#paper #research#{1}":[6,6],"#paper #research#概要":[7,16],"#paper #research#概要#{1}":[9,16],"#paper #research#背景とモチベーション":[17,42],"#paper #research#背景とモチベーション#{1}":[19,42],"#paper #research#mimium and lambda-mmm":[43,60],"#paper #research#mimium and lambda-mmm#{1}":[45,60],"#paper #research#多段階計算":[61,72],"#paper #research#多段階計算#{1}":[63,68],"#paper #research#多段階計算#シンタックス":[69,72],"#paper #research#コールツリーの解析":[73,85],"#paper #research#コールツリーの解析#{1}":[75,77],"#paper #research#コールツリーの解析#{2}":[78,85],"#paper #research#状態構造ツリー同士の比較":[86,122],"#paper #research#状態構造ツリー同士の比較#{1}":[88,108],"#paper #research#状態構造ツリー同士の比較#サンプルコード":[109,122],"#paper #research#状態構造ツリー同士の比較#サンプルコード#{1}":[111,122],"#paper #research#問題点":[123,170],"#paper #research#問題点#{1}":[125,170],"#paper #research#将来的な展望":[171,182],"#paper #research#将来的な展望#{1}":[174,182]},"outlinks":[{"title":"mimium","target":"mimium","line":9}],"metadata":{"date":"2025-09-25 11:42","tags":["#paper","#research"]},"task_lines":[],"last_embed":{"hash":"yyuv27","at":1762464115930}},"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.05332045,-0.02076604,-0.0042036,-0.02772057,0.03656034,0.03891249,-0.05801709,0.06706276,0.05522614,0.01714979,0.00983711,-0.0404156,0.04886757,0.04236361,0.00624076,-0.0233703,0.01547583,-0.02917566,-0.05506464,0.00249367,0.15004967,-0.04997826,0.03943069,-0.01434683,0.07018883,0.0117857,-0.03086721,-0.02184551,-0.03246259,-0.17634052,-0.03463222,0.02196932,0.07212616,0.02717959,0.0595,0.02984738,0.01047791,0.0353645,0.03014263,0.05629824,-0.04013686,-0.02380174,0.04011656,-0.00216913,0.04806038,-0.02547346,-0.00057557,-0.0631897,-0.02197292,-0.04577979,-0.11081167,-0.05992786,-0.01747946,0.00686082,0.0179961,0.00364285,0.06668137,-0.02225288,0.01243418,0.05708953,0.022019,0.04376322,-0.26611015,0.03556146,0.04780412,-0.0223518,-0.12609641,-0.01351645,0.02797523,0.01293676,-0.05298783,0.03383929,0.02831723,0.01465643,0.05623541,0.01846344,-0.01883266,-0.05777136,-0.00029976,-0.05169461,-0.03693434,0.06172203,0.01652612,0.0068841,-0.06978451,-0.01107112,0.01098197,-0.04188172,0.02788799,0.00484579,-0.01639774,-0.00213983,0.0019982,0.04777113,-0.0757601,-0.04660739,0.01175592,0.03648072,0.01295248,0.11206178,-0.03968564,-0.01591097,0.04428918,-0.04646176,0.00007546,-0.04625518,-0.04219957,-0.0594513,0.01748355,0.02389441,-0.03406439,-0.00072858,-0.00063213,-0.03940833,0.01078912,-0.02805242,0.04702106,-0.02640164,-0.01593121,-0.01209195,-0.01063076,0.02628384,-0.01761468,-0.00574071,0.01136986,-0.03181078,0.02870906,0.03684779,0.0285358,-0.0102972,0.03468606,0.05092577,-0.03170908,-0.00949553,-0.01817734,0.01497983,-0.02821599,-0.00451549,-0.00112597,-0.0123519,-0.01300632,-0.08769725,-0.021235,-0.07222209,-0.09939015,0.1367687,-0.0441053,0.00183314,0.00566924,0.00026121,-0.01578295,0.07804976,-0.03451033,0.00264009,0.03043926,-0.04207521,0.05709942,0.12822251,-0.04050694,-0.00486929,-0.03037982,-0.0661753,-0.02437761,0.14065772,-0.00306925,-0.01019181,-0.03104649,0.06160987,-0.01180393,-0.07078332,0.01531527,-0.01139833,0.02393962,-0.01709338,0.03739519,0.09129258,0.07641511,0.00163825,-0.03123175,0.04028438,-0.00215202,-0.01688779,-0.05138671,0.0314415,-0.00076522,-0.02929087,0.01033524,-0.02226664,0.0348062,-0.0122992,-0.07940183,0.02399649,0.00850213,0.02096844,-0.0691502,-0.04427575,-0.03591789,-0.04741145,-0.00976861,-0.09923603,0.0952223,0.07333662,-0.04376565,-0.02110401,0.05442434,0.01471954,0.03993159,-0.01488089,0.03048145,0.03394702,-0.05198115,-0.01363556,0.05168544,0.03413361,0.00428274,0.03266187,0.02435102,-0.0100199,0.06274796,0.12108026,0.04603005,-0.02866166,-0.09924564,-0.1997259,-0.01635992,0.03004475,-0.05656219,-0.00069083,0.0131564,0.05341014,-0.05914293,0.08635898,0.06888605,0.07463224,0.06660114,-0.08068873,-0.00164463,0.0170543,-0.00859789,0.02701007,-0.04748387,-0.02064242,0.04406615,0.02841877,-0.01014342,0.0057234,0.01313895,0.06135801,0.00338201,0.10249081,0.02205351,-0.02928378,-0.01579334,0.038362,0.0151263,-0.00451245,-0.08754811,0.05464815,0.01709094,-0.04673363,-0.00874583,-0.01374654,-0.06048083,0.01999939,0.02360628,0.0046823,-0.0379864,-0.03481321,-0.05059298,-0.02473025,-0.01018196,-0.05848325,0.03925557,0.02978243,0.01523979,0.07962119,0.02116082,-0.00894499,-0.00523108,-0.00487539,0.00779006,-0.01569419,-0.00298991,0.03132036,-0.0048445,0.02479387,-0.08089503,-0.00930423,0.01474059,0.00520518,0.03490872,-0.01719288,0.0488899,0.03474425,0.13610789,0.02494694,0.03478981,0.04590025,0.05188154,0.02351968,-0.08082476,-0.00733223,-0.00505343,0.03653982,0.01158454,0.07761935,0.02146757,-0.03810408,0.01863496,0.03652673,-0.06136505,0.00483207,-0.02298233,-0.07648966,-0.02686583,-0.00971413,0.01403584,0.03602481,-0.02076975,-0.31437263,0.01330603,-0.05907125,0.02375704,0.01419822,0.01921051,-0.00854132,0.00419409,-0.020168,0.02117637,-0.05593678,0.06616809,0.03468776,-0.07159433,-0.01137515,0.02314038,0.00073975,-0.02192677,0.01742951,-0.03510132,-0.02893691,0.02175715,0.19926685,-0.05198489,-0.01774336,-0.05271471,0.00195146,0.05161551,0.06911203,-0.02037008,0.01298209,-0.02170041,0.08768314,0.02582129,0.02705586,0.02147529,-0.0456907,0.01993909,-0.00972103,-0.06541686,-0.03436581,0.04567465,-0.03289886,-0.00677324,0.07509953,0.01138405,-0.04433243,-0.06163385,-0.01783077,0.00385486,-0.0277669,-0.02174931,-0.0560399,0.02523096,0.04588721,0.05886591,0.03283527,0.00712079,-0.02178562,-0.00530269,0.03434526,0.01550369,0.02290045,0.07504302,0.03443487],"last_embed":{"hash":"1ypclai","tokens":478}}},"text":null,"length":0,"last_read":{"hash":"1ypclai","at":1762464116086},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research","lines":[4,182],"size":6149,"outlinks":[{"title":"mimium","target":"mimium","line":6}],"class_name":"SmartBlock","last_embed":{"hash":"1ypclai","at":1762464116086}},
 "smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#多段階計算": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.03927825,-0.04220742,-0.05836456,-0.01163883,0.01342249,0.02630048,-0.03085766,0.02736487,0.03036375,0.00337804,-0.00308756,-0.08012287,0.05860872,0.0185392,0.04699212,-0.0256837,-0.00700014,0.00818365,-0.08506824,-0.00138017,0.13804752,-0.03762698,0.01967628,-0.0358129,0.0719616,0.02961097,-0.02456269,-0.05833717,-0.01230157,-0.1723693,-0.01795986,-0.02295393,0.09126258,-0.00100276,0.00243543,0.02793409,-0.0210881,0.05923142,-0.02460802,0.01404674,-0.01117152,-0.02923028,-0.00414265,0.02614594,-0.03605237,-0.01533691,-0.04392831,-0.03609501,-0.0063208,-0.02364798,-0.08507612,-0.02663288,0.00056818,0.02246429,0.02805766,0.02412915,0.0467418,0.0505457,-0.02232793,0.03625612,-0.00551771,0.04933555,-0.23938495,0.02216869,0.0282775,0.05415692,-0.08730684,-0.0411288,0.02533986,-0.00965258,-0.07771359,0.02219634,0.00702195,0.05312899,0.02733984,0.04798355,-0.02725564,-0.05596881,-0.00355746,-0.01483363,-0.00907054,0.0614831,0.02967026,0.01570569,-0.05735613,-0.01625227,0.05505207,-0.01748204,0.04801615,0.01324605,-0.00500132,0.0034918,0.01286183,0.07242076,-0.05450242,-0.04672373,-0.02259981,0.02657072,0.00863018,0.09878598,-0.02639634,0.0072145,0.02630052,-0.00868452,-0.00314175,-0.03214845,0.00259652,-0.03815197,0.01074202,-0.02073507,-0.02653447,0.03397642,0.02997593,-0.04327985,-0.04198087,0.01447029,0.03527935,-0.03925932,-0.01620437,-0.00812382,0.03866363,0.04235884,0.00795491,-0.01586081,0.03349578,-0.01054471,0.06472923,0.06520606,0.08800267,0.05168814,0.01698819,0.06830375,-0.06852759,-0.00864146,-0.01562223,-0.02852459,-0.03129577,0.02185915,-0.01460317,0.01324913,-0.00549964,-0.07564265,-0.0295642,-0.04471344,-0.03842038,0.14501783,-0.06832651,-0.01166124,-0.02481299,0.00863732,-0.01874893,0.0713136,-0.00180878,-0.01252075,0.03170048,-0.05333967,0.02521206,0.11638584,-0.07180007,0.03359284,-0.00847392,-0.02561815,-0.03691721,0.117631,0.00564975,-0.06164344,0.02493694,0.02512554,-0.01151068,-0.070695,0.01682657,-0.008392,-0.04257748,-0.03154831,0.03306121,0.04198844,0.03320539,0.00665714,-0.0327915,0.04639186,0.00794222,-0.01702275,-0.03943294,0.02191767,-0.00741755,-0.07076843,-0.01076964,-0.02179379,0.00813517,0.01493686,-0.13676409,0.00734668,0.0093961,-0.00824947,-0.0491603,-0.034807,0.00008866,0.00604168,0.01055372,-0.00284112,0.08331185,0.07618494,-0.04439759,-0.03116908,0.02166368,0.00729691,0.05928595,-0.02055093,0.01929104,0.03481962,-0.05162456,0.01121068,0.00173007,0.04713431,0.03207194,0.00440481,0.00850196,-0.0168486,0.03234433,0.0833863,0.02444678,-0.05036902,-0.10075379,-0.22548211,0.0051028,0.03377901,-0.03388484,0.03718808,-0.0428958,-0.00930926,-0.01675173,0.06721118,0.07893769,0.09974718,0.05525624,-0.0357697,-0.00533575,-0.01317137,-0.03573599,0.02767573,-0.01923181,-0.04687878,0.03502487,0.00357517,-0.00698344,0.00751618,0.01911457,0.03710624,-0.05120401,0.11817112,0.03326268,0.00306687,-0.02090709,0.0124739,0.00621226,-0.00885775,-0.08396824,0.09646204,0.00497698,-0.04448249,-0.05735176,-0.00692495,-0.05694763,0.02580439,0.04840586,-0.03566979,-0.0712325,-0.05910147,-0.05156191,0.00438352,0.0055224,0.00578403,0.08937091,0.00106988,0.00644563,0.07718835,0.06755983,0.02424998,0.00217253,-0.0512511,0.03585614,0.00757154,-0.01251158,-0.00423479,0.05117579,0.00794033,-0.04923517,0.00618037,-0.01839502,-0.03412281,0.0318118,-0.01718768,0.05081378,-0.01474327,0.14499016,0.01848917,0.03807376,0.0314633,0.06331015,0.00002206,-0.10644986,-0.0017963,-0.01185455,0.10169008,0.01520052,0.03903649,0.06070069,0.03066549,0.04662004,0.01999127,-0.06209115,0.04072263,-0.04857578,-0.1071781,-0.02640842,0.01480673,-0.05007437,0.07731578,-0.00834411,-0.31468913,0.01831601,-0.0415309,-0.02565634,0.00200365,0.01388309,0.01037905,-0.05665094,-0.04983919,-0.00924232,-0.07033631,0.04959179,0.0264803,-0.03013746,0.02469781,-0.00590997,0.06517466,-0.02509964,0.04971859,-0.02095049,-0.02281513,0.02777368,0.18965052,-0.04670059,0.00277721,-0.00529617,0.01181514,0.0614215,0.05738328,0.01496677,-0.01982966,-0.03434626,0.11128835,0.03081864,0.00234412,0.04103364,-0.03730877,-0.0336693,0.01621588,-0.0124193,-0.00266873,0.01968475,-0.0381866,0.03370675,0.12732418,-0.00709002,-0.02970268,-0.09547287,0.00902812,0.02418031,-0.04992466,-0.01309054,-0.05273382,0.00436438,-0.0029952,0.04815425,0.0109225,-0.0033317,-0.02672654,-0.02207179,-0.00726478,-0.0325909,0.01298714,0.06804232,0.03835632],"last_embed":{"hash":"12mrtgh","tokens":397}}},"text":null,"length":0,"last_read":{"hash":"12mrtgh","at":1762464116160},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#多段階計算","lines":[61,72],"size":390,"outlinks":[],"class_name":"SmartBlock","last_embed":{"hash":"12mrtgh","at":1762464116160}},
 "smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#多段階計算#{1}": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.03482899,-0.05123552,-0.06074612,-0.01132637,0.00727996,0.02706032,-0.03050633,0.0263864,0.03085588,0.00522504,-0.00626438,-0.08194376,0.05932587,0.01700057,0.05022212,-0.02644927,0.00138636,0.00921408,-0.09064029,0.00137842,0.13817398,-0.02832134,0.01034292,-0.03467415,0.07982871,0.02884562,-0.01959878,-0.0518104,-0.01324082,-0.16957825,-0.0190996,-0.02619362,0.09001413,-0.00413687,-0.00006887,0.02822102,-0.01906157,0.05885875,-0.02537396,0.01378548,-0.01377618,-0.02648802,-0.00187925,0.02505119,-0.03762812,-0.01276109,-0.04034803,-0.03186754,-0.0005655,-0.02310617,-0.08337607,-0.02235554,-0.00192699,0.0183404,0.03251156,0.02460882,0.04373774,0.05916731,-0.0199675,0.03690534,-0.00636226,0.04754852,-0.22866802,0.02452073,0.02234274,0.06055793,-0.08001179,-0.04276937,0.02485457,-0.01027833,-0.07159979,0.01637074,0.00432332,0.05511618,0.02314488,0.04446859,-0.03037478,-0.05390731,-0.01054339,-0.01391358,-0.01219407,0.05899144,0.02461436,0.01197297,-0.04845239,-0.01727053,0.05553468,-0.019525,0.04958006,0.01409596,-0.00926839,0.0047538,0.01730865,0.070738,-0.06178055,-0.05125696,-0.02159067,0.02645851,0.00916531,0.09507113,-0.02328293,0.00839507,0.02436442,-0.0119074,0.0051823,-0.033187,0.00459205,-0.0387976,0.01231772,-0.02567593,-0.03013047,0.0298648,0.03085386,-0.04505448,-0.04440365,0.01713061,0.03392339,-0.04244173,-0.01931213,-0.01173968,0.04389117,0.03905986,0.00938779,-0.01857647,0.03474696,-0.00678071,0.06942191,0.06507034,0.09008966,0.06013571,0.01419699,0.07042585,-0.06786788,-0.00483384,-0.00809893,-0.0267682,-0.03064475,0.01999624,-0.01017046,0.01393345,-0.01110714,-0.08038429,-0.02728727,-0.04368341,-0.03358815,0.13846789,-0.07116539,-0.01448126,-0.02410697,0.00849073,-0.01910161,0.0705382,0.00133865,-0.01005345,0.02608785,-0.05548688,0.02692224,0.11276756,-0.0802032,0.03623685,-0.00642019,-0.03345674,-0.03686765,0.1093033,0.00697315,-0.06445377,0.0317269,0.01797738,-0.01296573,-0.07056718,0.01657433,-0.00815734,-0.04598307,-0.0349388,0.03556668,0.04040664,0.03472418,0.00197977,-0.03492961,0.04286502,0.00479687,-0.0174414,-0.03253738,0.02376889,-0.00463874,-0.07388464,-0.01061059,-0.021556,0.0094447,0.01171147,-0.13708404,0.00924514,0.0037372,-0.00992662,-0.05121096,-0.03338402,0.00212597,0.0111149,0.01700615,-0.00065991,0.08945224,0.07545548,-0.04190078,-0.03639503,0.01929239,0.00689418,0.05202155,-0.02160769,0.01765809,0.03423675,-0.0545807,0.00927655,0.00570277,0.0478057,0.02611187,0.00154585,0.00607052,-0.01527671,0.02491022,0.08100717,0.02736725,-0.05230951,-0.09691269,-0.2287956,0.01590512,0.03840977,-0.03863169,0.03303494,-0.04783372,-0.00782983,-0.0125292,0.06614543,0.07813086,0.10368835,0.05264717,-0.03292742,-0.00896001,-0.01335242,-0.03190861,0.02652613,-0.0147215,-0.04411966,0.03979605,0.00105723,-0.00080696,0.0073267,0.0220949,0.03888804,-0.05108781,0.1199682,0.03665574,0.00315944,-0.02510663,0.01832425,0.00501459,-0.00827676,-0.07971941,0.10287786,0.00285701,-0.04266049,-0.0542892,-0.00401169,-0.05891413,0.02564608,0.04831548,-0.0404764,-0.0718575,-0.0518715,-0.05540152,0.00758873,0.00615537,0.00376578,0.0899709,0.00543196,0.00929079,0.08110187,0.07479386,0.02921767,0.0014395,-0.04994956,0.03617138,0.01101708,-0.00582073,-0.00129174,0.05435099,0.00423118,-0.04808285,0.00614634,-0.02030282,-0.03514612,0.02646477,-0.01831252,0.05035451,-0.02650305,0.13926609,0.01676791,0.03565304,0.03431369,0.06555632,-0.00123841,-0.09976976,0.00019297,-0.00766337,0.09634894,0.01738278,0.04232978,0.06332865,0.02884069,0.04764317,0.02023732,-0.05411267,0.03885093,-0.04562518,-0.10756425,-0.0279734,0.01451231,-0.04918527,0.07662606,-0.01567492,-0.31299824,0.01273097,-0.04854558,-0.02850027,0.00295158,0.01289067,0.00208999,-0.06079482,-0.05875737,-0.01309265,-0.07234614,0.04946206,0.0318251,-0.03791553,0.02824259,-0.00937717,0.06369205,-0.02396445,0.05614527,-0.0216713,-0.02566525,0.02384026,0.19217722,-0.03855729,0.00237209,-0.00328466,0.00969134,0.06293953,0.06502111,0.01682298,-0.02524852,-0.03294962,0.12254789,0.03055252,0.00012422,0.03480215,-0.03584146,-0.03647482,0.01803049,-0.0122804,-0.00252157,0.02334412,-0.03987759,0.03525318,0.12374299,-0.00795835,-0.03212028,-0.09319923,0.00994235,0.02033323,-0.04899593,-0.01305998,-0.04892972,0.00447922,-0.00017218,0.04867179,0.001539,-0.00522864,-0.030009,-0.02293641,-0.0087901,-0.03619904,0.0141198,0.06887238,0.03420524],"last_embed":{"hash":"5etp56","tokens":387}}},"text":null,"length":0,"last_read":{"hash":"5etp56","at":1762464116236},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#多段階計算#{1}","lines":[63,68],"size":366,"outlinks":[],"class_name":"SmartBlock","last_embed":{"hash":"5etp56","at":1762464116236}},
+
+"smart_sources:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md": {"path":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md","embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.04828151,-0.01517538,0.00906407,-0.02771934,0.0346327,0.03131747,-0.07433163,0.05349542,0.04490082,0.01965595,0.01266471,-0.06406876,0.05357479,0.06090457,0.01119192,-0.01839614,0.01343946,-0.05031481,-0.05249674,-0.01529202,0.15580373,-0.03936385,0.03425002,-0.02554833,0.07515801,0.01809142,-0.02068525,-0.01750689,-0.03466494,-0.16523767,-0.03803512,0.01336498,0.07223744,0.01510463,0.04782869,0.00581932,0.01245751,0.04683775,0.00254673,0.0555324,-0.03629488,-0.01094309,0.02718189,-0.00355795,0.04005891,-0.01990458,-0.00852871,-0.06313202,-0.03140478,-0.04536589,-0.10422902,-0.05982641,-0.01230383,0.00961585,0.02790446,0.00789597,0.05847933,-0.01783372,0.00962032,0.05866222,0.02601361,0.02793916,-0.26979953,0.03068163,0.04220859,-0.02868266,-0.09173433,-0.01738752,0.04289103,0.00881162,-0.04722809,0.01127,0.00865429,0.01916429,0.05378183,0.01841501,-0.02490663,-0.06524423,-0.00376066,-0.05247312,-0.02755183,0.05732418,0.00990725,-0.01220547,-0.03824747,-0.00843847,0.01876927,-0.03669746,0.01521502,0.01983664,-0.03068997,-0.01119069,0.00723592,0.04254078,-0.07500538,-0.02017346,0.00737649,0.02642949,-0.00334695,0.10357308,-0.05101009,0.01874861,0.01516039,-0.05401858,0.00590946,-0.03667465,-0.03839323,-0.06115799,0.0197215,0.00779143,-0.02837518,0.00121944,0.02866922,-0.04798699,0.00549502,-0.00813572,0.08344332,-0.01335388,-0.00865675,-0.00063084,0.02530398,0.00918458,0.00240348,-0.01560623,0.01151494,-0.00367678,0.02644916,0.03362491,0.01652312,-0.01465121,0.05391981,0.06000238,-0.05424735,-0.00738959,-0.00509272,0.016466,-0.02713678,-0.02250965,0.00103689,-0.01681723,-0.03387734,-0.1262223,-0.02317294,-0.07803225,-0.0993823,0.13967071,-0.05487924,0.0037463,0.01944356,-0.00859239,-0.02780228,0.07710917,-0.01516016,-0.02220491,0.03305377,-0.046662,0.05833658,0.12733957,-0.04814702,0.00154395,-0.03401837,-0.07626993,-0.03019551,0.12612537,0.01753052,-0.02773548,-0.02056631,0.06055476,0.01855475,-0.07090388,0.01431209,-0.00334048,0.0192597,-0.0163972,0.06738758,0.09683182,0.09598109,0.01006411,-0.03882705,0.03970144,-0.0056285,-0.02739967,-0.04006793,0.04103617,-0.01597453,-0.03552204,0.01427345,-0.02259326,0.03801757,-0.0061365,-0.07310129,0.01698487,0.00697032,0.02971563,-0.05128564,-0.05741592,-0.03495617,-0.02246238,-0.00175471,-0.09074894,0.09930959,0.04973929,-0.04062723,-0.03351645,0.0581498,-0.00161241,0.03940171,-0.02528874,0.02956435,0.03717725,-0.03659784,-0.01004796,0.06004794,0.04462557,0.00403185,0.02965445,0.01801541,-0.00083918,0.04804205,0.10274957,0.02774204,-0.00718372,-0.08810395,-0.20157294,-0.00123127,0.03808947,-0.05720103,-0.01283234,0.01548595,0.0508883,-0.07616311,0.1036773,0.07479197,0.0782224,0.07044954,-0.05976588,-0.00697534,0.00523593,-0.00695681,0.03794569,-0.04291292,-0.02160001,0.05070641,0.0219473,-0.01061888,0.00747226,-0.00539579,0.04408463,0.0056252,0.09495005,0.04071087,-0.04288275,-0.02625296,0.05390524,0.01512447,-0.00758446,-0.09228418,0.05613212,0.00679654,-0.04823154,-0.01277082,-0.01320283,-0.05947952,0.01742423,0.02438481,0.00880528,-0.04446401,-0.04157336,-0.05577935,-0.02345069,-0.00571509,-0.05351062,0.04255898,0.04080776,0.0058984,0.09423952,0.03665904,-0.00573552,-0.0163237,-0.01047603,-0.0047753,0.00098078,0.0038746,0.0290133,0.00651435,-0.01357754,-0.06995568,-0.02247181,-0.00204834,0.00736542,0.02645969,-0.02296801,0.04411576,0.02171151,0.13010088,0.01360519,0.02589878,0.05473169,0.04284343,0.00254366,-0.07819048,-0.00619903,0.00189728,0.03881833,0.00250697,0.08441199,0.05166014,-0.02431281,0.0133683,0.0373925,-0.05107107,0.01429161,-0.01447571,-0.06571983,-0.04141194,-0.01259902,0.00025455,0.03408977,-0.00500045,-0.32317805,0.02471129,-0.04988255,0.01206101,0.02758442,0.01801583,-0.01669815,-0.01008383,-0.03663532,0.03667895,-0.05621309,0.07594997,0.03049136,-0.07207087,0.00564484,0.0160503,0.00793649,-0.01916395,0.0020979,-0.03888035,-0.02610042,0.0267573,0.19182304,-0.03084715,-0.0162387,-0.03340451,-0.01744382,0.04894535,0.0865764,-0.00904047,-0.01427078,-0.01819906,0.09689737,0.0288652,0.00989372,0.0192777,-0.0458016,0.01426494,-0.01774603,-0.04559176,-0.04665128,0.04634793,-0.01519447,0.01683944,0.09266575,0.00675044,-0.05653271,-0.06239571,-0.01588566,0.00085946,-0.0232172,-0.02307927,-0.03829979,0.0326874,0.02379701,0.06903826,0.04876067,0.01747691,-0.02991226,-0.01490318,0.03111873,0.01207038,0.00871143,0.05328949,0.03322826],"last_embed":{"hash":"j6tq95","tokens":494}}},"last_read":{"hash":"j6tq95","at":1762477172411},"class_name":"SmartSource","last_import":{"mtime":1762477159077,"size":14950,"at":1762477172086,"hash":"j6tq95"},"blocks":{"#---frontmatter---":[1,3],"#paper #research":[4,182],"#paper #research#{1}":[6,6],"#paper #research#概要":[7,16],"#paper #research#概要#{1}":[9,16],"#paper #research#背景とモチベーション":[17,42],"#paper #research#背景とモチベーション#{1}":[19,42],"#paper #research#mimium and lambda-mmm":[43,60],"#paper #research#mimium and lambda-mmm#{1}":[45,60],"#paper #research#多段階計算":[61,72],"#paper #research#多段階計算#{1}":[63,68],"#paper #research#多段階計算#シンタックス":[69,72],"#paper #research#コールツリーの解析":[73,85],"#paper #research#コールツリーの解析#{1}":[75,77],"#paper #research#コールツリーの解析#{2}":[78,85],"#paper #research#状態構造ツリー同士の比較":[86,122],"#paper #research#状態構造ツリー同士の比較#{1}":[88,108],"#paper #research#状態構造ツリー同士の比較#サンプルコード":[109,122],"#paper #research#状態構造ツリー同士の比較#サンプルコード#{1}":[111,122],"#paper #research#問題点":[123,170],"#paper #research#問題点#{1}":[125,170],"#paper #research#将来的な展望":[171,182],"#paper #research#将来的な展望#{1}":[174,182]},"outlinks":[{"title":"mimium","target":"mimium","line":9}],"metadata":{"date":"2025-09-25 11:42","tags":["#paper","#research"]},"task_lines":[],"last_embed":{"hash":"j6tq95","at":1762477172088}},"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.05332045,-0.02076604,-0.0042036,-0.02772057,0.03656034,0.03891249,-0.05801709,0.06706276,0.05522614,0.01714979,0.00983711,-0.0404156,0.04886757,0.04236361,0.00624076,-0.0233703,0.01547583,-0.02917566,-0.05506464,0.00249367,0.15004967,-0.04997826,0.03943069,-0.01434683,0.07018883,0.0117857,-0.03086721,-0.02184551,-0.03246259,-0.17634052,-0.03463222,0.02196932,0.07212616,0.02717959,0.0595,0.02984738,0.01047791,0.0353645,0.03014263,0.05629824,-0.04013686,-0.02380174,0.04011656,-0.00216913,0.04806038,-0.02547346,-0.00057557,-0.0631897,-0.02197292,-0.04577979,-0.11081167,-0.05992786,-0.01747946,0.00686082,0.0179961,0.00364285,0.06668137,-0.02225288,0.01243418,0.05708953,0.022019,0.04376322,-0.26611015,0.03556146,0.04780412,-0.0223518,-0.12609641,-0.01351645,0.02797523,0.01293676,-0.05298783,0.03383929,0.02831723,0.01465643,0.05623541,0.01846344,-0.01883266,-0.05777136,-0.00029976,-0.05169461,-0.03693434,0.06172203,0.01652612,0.0068841,-0.06978451,-0.01107112,0.01098197,-0.04188172,0.02788799,0.00484579,-0.01639774,-0.00213983,0.0019982,0.04777113,-0.0757601,-0.04660739,0.01175592,0.03648072,0.01295248,0.11206178,-0.03968564,-0.01591097,0.04428918,-0.04646176,0.00007546,-0.04625518,-0.04219957,-0.0594513,0.01748355,0.02389441,-0.03406439,-0.00072858,-0.00063213,-0.03940833,0.01078912,-0.02805242,0.04702106,-0.02640164,-0.01593121,-0.01209195,-0.01063076,0.02628384,-0.01761468,-0.00574071,0.01136986,-0.03181078,0.02870906,0.03684779,0.0285358,-0.0102972,0.03468606,0.05092577,-0.03170908,-0.00949553,-0.01817734,0.01497983,-0.02821599,-0.00451549,-0.00112597,-0.0123519,-0.01300632,-0.08769725,-0.021235,-0.07222209,-0.09939015,0.1367687,-0.0441053,0.00183314,0.00566924,0.00026121,-0.01578295,0.07804976,-0.03451033,0.00264009,0.03043926,-0.04207521,0.05709942,0.12822251,-0.04050694,-0.00486929,-0.03037982,-0.0661753,-0.02437761,0.14065772,-0.00306925,-0.01019181,-0.03104649,0.06160987,-0.01180393,-0.07078332,0.01531527,-0.01139833,0.02393962,-0.01709338,0.03739519,0.09129258,0.07641511,0.00163825,-0.03123175,0.04028438,-0.00215202,-0.01688779,-0.05138671,0.0314415,-0.00076522,-0.02929087,0.01033524,-0.02226664,0.0348062,-0.0122992,-0.07940183,0.02399649,0.00850213,0.02096844,-0.0691502,-0.04427575,-0.03591789,-0.04741145,-0.00976861,-0.09923603,0.0952223,0.07333662,-0.04376565,-0.02110401,0.05442434,0.01471954,0.03993159,-0.01488089,0.03048145,0.03394702,-0.05198115,-0.01363556,0.05168544,0.03413361,0.00428274,0.03266187,0.02435102,-0.0100199,0.06274796,0.12108026,0.04603005,-0.02866166,-0.09924564,-0.1997259,-0.01635992,0.03004475,-0.05656219,-0.00069083,0.0131564,0.05341014,-0.05914293,0.08635898,0.06888605,0.07463224,0.06660114,-0.08068873,-0.00164463,0.0170543,-0.00859789,0.02701007,-0.04748387,-0.02064242,0.04406615,0.02841877,-0.01014342,0.0057234,0.01313895,0.06135801,0.00338201,0.10249081,0.02205351,-0.02928378,-0.01579334,0.038362,0.0151263,-0.00451245,-0.08754811,0.05464815,0.01709094,-0.04673363,-0.00874583,-0.01374654,-0.06048083,0.01999939,0.02360628,0.0046823,-0.0379864,-0.03481321,-0.05059298,-0.02473025,-0.01018196,-0.05848325,0.03925557,0.02978243,0.01523979,0.07962119,0.02116082,-0.00894499,-0.00523108,-0.00487539,0.00779006,-0.01569419,-0.00298991,0.03132036,-0.0048445,0.02479387,-0.08089503,-0.00930423,0.01474059,0.00520518,0.03490872,-0.01719288,0.0488899,0.03474425,0.13610789,0.02494694,0.03478981,0.04590025,0.05188154,0.02351968,-0.08082476,-0.00733223,-0.00505343,0.03653982,0.01158454,0.07761935,0.02146757,-0.03810408,0.01863496,0.03652673,-0.06136505,0.00483207,-0.02298233,-0.07648966,-0.02686583,-0.00971413,0.01403584,0.03602481,-0.02076975,-0.31437263,0.01330603,-0.05907125,0.02375704,0.01419822,0.01921051,-0.00854132,0.00419409,-0.020168,0.02117637,-0.05593678,0.06616809,0.03468776,-0.07159433,-0.01137515,0.02314038,0.00073975,-0.02192677,0.01742951,-0.03510132,-0.02893691,0.02175715,0.19926685,-0.05198489,-0.01774336,-0.05271471,0.00195146,0.05161551,0.06911203,-0.02037008,0.01298209,-0.02170041,0.08768314,0.02582129,0.02705586,0.02147529,-0.0456907,0.01993909,-0.00972103,-0.06541686,-0.03436581,0.04567465,-0.03289886,-0.00677324,0.07509953,0.01138405,-0.04433243,-0.06163385,-0.01783077,0.00385486,-0.0277669,-0.02174931,-0.0560399,0.02523096,0.04588721,0.05886591,0.03283527,0.00712079,-0.02178562,-0.00530269,0.03434526,0.01550369,0.02290045,0.07504302,0.03443487],"last_embed":{"hash":"1kolr73","tokens":478}}},"text":null,"length":0,"last_read":{"hash":"1kolr73","at":1762477172296},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research","lines":[4,182],"size":6153,"outlinks":[{"title":"mimium","target":"mimium","line":6}],"class_name":"SmartBlock","last_embed":{"hash":"1kolr73","at":1762477172296}},
+"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#mimium and lambda-mmm": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.05354795,-0.00785117,-0.00680623,-0.03221003,0.05402023,0.02229869,-0.0872281,0.03945168,0.0453142,0.01963896,0.02550991,-0.11878902,0.07764257,0.00231431,0.04968197,0.00956567,0.02291347,0.01500966,-0.08798225,-0.04587096,0.0997829,-0.0438683,0.03654003,-0.06599505,0.08047799,0.00951934,-0.01862685,-0.00118926,-0.0085008,-0.18900317,-0.01608118,-0.03943651,0.0694673,0.00180084,0.00018373,-0.00360113,0.00833882,0.01490812,-0.0419873,0.02883742,-0.01128306,-0.00138026,-0.0039615,-0.0117334,-0.00551943,-0.00795897,0.02212166,-0.06249099,-0.00949147,-0.02622152,-0.10483751,-0.03924427,-0.01648276,-0.00770231,0.02307513,0.03346949,0.05896894,-0.01947859,0.01309049,0.04750455,0.00793935,0.0067641,-0.19956671,0.01232668,0.08101518,0.00182153,-0.07687908,-0.0407542,0.05635852,0.01051779,-0.04504422,-0.00208786,-0.00299523,0.04318286,0.07387247,0.03980624,-0.03575935,-0.06372951,-0.00160572,-0.02952834,-0.057223,0.03329952,0.03799728,-0.00101538,-0.01632223,0.0185137,0.05285507,-0.01408786,0.05652491,0.00137925,-0.04027886,-0.02636445,0.02471559,0.06648973,-0.06833709,0.01060397,0.00446594,0.00310371,0.03220363,0.11623197,-0.0290748,0.02250426,-0.02890879,-0.08030268,0.0595914,0.01231685,-0.04691867,-0.04208264,0.02772065,0.00351885,0.03363804,-0.00965349,-0.01071654,-0.03505053,0.00373583,-0.0346076,0.05025079,-0.0224556,-0.02380029,-0.0144282,0.01089917,0.01711809,0.04300913,-0.00032604,0.03723413,0.01598459,0.02098059,0.03761346,0.00488384,-0.01431595,0.017233,0.03990851,-0.04176046,-0.0316752,-0.01597862,0.01392933,-0.0410748,-0.04387584,0.05736408,0.0065894,-0.01955212,-0.13282846,-0.01661704,-0.07522922,-0.09492128,0.10929309,-0.01744637,-0.03128607,0.02926367,0.0096305,0.00417581,0.07829822,-0.04878668,-0.00836951,0.04388698,-0.0695068,0.02011145,0.17314045,-0.01493552,-0.02641,-0.03278112,-0.07498174,-0.05676942,0.16838354,-0.01423621,-0.02147772,-0.00265384,0.08093695,-0.01931921,-0.02916874,0.01132837,0.03882069,0.01070397,-0.0040999,0.04849442,0.02300225,0.00786743,-0.00709657,-0.04317699,0.04186396,-0.01131655,-0.01463593,-0.02904783,0.04907037,0.00509793,-0.05709876,0.01305967,-0.02170673,0.0323886,-0.01252759,-0.06892538,0.03459147,0.00431303,0.02652211,-0.06272037,-0.03428719,-0.00527691,-0.01340844,-0.00428826,-0.05029999,0.10018338,0.08415945,-0.05272198,-0.03545924,0.03208075,-0.00463498,0.00634473,-0.02747221,0.03451427,0.04638129,-0.04798655,-0.02376957,0.01888892,0.04400749,0.00301958,0.00480015,0.02255346,0.00209446,0.05013175,0.08828076,0.04222136,-0.03469446,-0.16213126,-0.22493133,0.01578257,0.00157705,-0.0747097,-0.02077097,-0.03467534,0.04885662,-0.06253152,0.07932384,0.00086787,0.0776284,0.06512094,-0.03222151,-0.05863709,-0.02914567,0.00104874,0.03484671,-0.01537712,-0.03109913,0.06603222,0.01554872,-0.01407044,0.03607244,0.01072879,0.05558247,-0.04062865,0.12910293,0.04268257,-0.00054568,-0.01631492,0.02904796,-0.01085342,0.0177315,-0.08706522,0.02186014,0.01972684,-0.03074681,-0.0185493,-0.01318961,-0.01084541,0.0162388,0.01503047,-0.02348886,-0.06860638,0.01690056,-0.0328519,-0.01994475,0.00547544,-0.03772874,0.00803966,0.02566863,0.02436897,0.05595344,0.01245866,-0.01556032,0.01145734,-0.04118262,-0.02392724,-0.0086359,-0.00351534,0.02861722,0.01170978,0.02341892,-0.05227981,0.00811903,0.00656164,-0.02973954,0.03074119,0.01031345,0.00979613,0.01053966,0.13396606,0.02694847,0.02136769,0.01103544,0.04248651,-0.04681948,-0.0775584,-0.01592066,0.01099474,0.0117377,-0.01507153,0.05413529,0.02254092,0.01688868,0.05333102,0.00362623,-0.04427575,0.01038759,0.01072859,-0.06796102,-0.02446812,-0.00326909,-0.02563059,0.02259782,0.01213447,-0.31716833,0.01533111,-0.02490067,0.02030968,0.01056125,0.01599216,0.00561354,-0.08189342,-0.02427692,0.02781158,0.00251287,0.0983866,0.07140492,-0.05190446,0.03189355,0.02215889,0.01849435,0.01255824,0.01042546,-0.04443923,-0.02276748,0.04805921,0.21223457,-0.00720363,0.01983558,-0.00625868,0.01085405,0.03530307,0.08251768,0.03310365,-0.00003228,0.01270431,0.12752014,0.04334753,0.00341221,-0.00229647,-0.03780358,-0.00557908,0.0068851,-0.03798773,-0.05790249,0.02490399,-0.03940721,0.01081099,0.08163905,-0.00846816,-0.01218203,-0.08972823,-0.03490215,0.03864626,-0.03347921,0.00679447,-0.05597445,0.01860787,0.00586009,0.03954415,0.03358934,0.01958633,-0.0519878,-0.00635237,0.04055436,0.04051899,-0.00363862,0.04511471,0.05143316],"last_embed":{"hash":"107k73v","tokens":432}}},"text":null,"length":0,"last_read":{"hash":"107k73v","at":1762477172373},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#mimium and lambda-mmm","lines":[43,60],"size":1035,"outlinks":[],"class_name":"SmartBlock","last_embed":{"hash":"107k73v","at":1762477172373}},
+"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#mimium and lambda-mmm#{1}": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.05286536,-0.01204565,-0.00743335,-0.03626579,0.05208935,0.02037147,-0.08879588,0.03374005,0.04503795,0.01943059,0.02425523,-0.12091003,0.07725944,-0.00311718,0.05213893,0.00965627,0.02529921,0.02191994,-0.09196612,-0.04609224,0.09861574,-0.04230294,0.02769513,-0.0640114,0.08675094,0.01094355,-0.01629968,0.00155145,-0.00855573,-0.18552022,-0.01592283,-0.04035766,0.06490821,0.00078019,-0.00229055,-0.00904468,0.0017785,0.01059427,-0.04798887,0.02730808,-0.01042735,0.00184588,-0.0011741,-0.014905,-0.00829765,-0.00655706,0.02784474,-0.06057872,-0.00185907,-0.02469571,-0.10114673,-0.02911719,-0.0129442,-0.00880321,0.02646985,0.03500873,0.05514046,-0.01183574,0.01659661,0.05256439,-0.00052216,0.00449113,-0.18710509,0.01318871,0.08283044,0.00075309,-0.07299335,-0.04231177,0.056531,0.01434257,-0.04070418,-0.00204631,-0.01009961,0.04423841,0.07046505,0.03686242,-0.03188167,-0.06049889,-0.00567184,-0.02341633,-0.06508209,0.0303916,0.03250084,-0.00703665,-0.01456176,0.02797956,0.04893932,-0.01606707,0.05425664,-0.00098237,-0.04454337,-0.02464132,0.03005199,0.06776489,-0.06503444,0.01212882,0.00542033,0.00274564,0.02822715,0.11489478,-0.02415749,0.02415065,-0.034159,-0.08644783,0.06712149,0.0187995,-0.04471737,-0.03927821,0.02534681,-0.00398505,0.03583739,-0.01260487,-0.01186916,-0.03772752,0.00259166,-0.04027705,0.05010037,-0.02189326,-0.02494181,-0.01696086,0.01452872,0.01525027,0.04904658,0.00008688,0.03647898,0.01714563,0.01826272,0.03626593,-0.0012427,-0.00887965,0.0153928,0.03703936,-0.03474534,-0.0304514,-0.00939904,0.01788605,-0.04164149,-0.0486817,0.06459328,0.00694377,-0.02248845,-0.14414221,-0.02325892,-0.06973477,-0.08947513,0.10349065,-0.02186426,-0.03220934,0.03073598,0.01438396,0.00641484,0.07694504,-0.04823305,-0.00290543,0.04785674,-0.07320812,0.01942563,0.17549564,-0.01675238,-0.02909209,-0.03091491,-0.08148178,-0.05558848,0.16512719,-0.01639159,-0.0220222,0.00249558,0.07511438,-0.02208748,-0.02843045,0.01214539,0.03592289,0.01131476,-0.00201533,0.05246028,0.02474292,0.01133498,-0.01473156,-0.04358818,0.03900878,-0.01383163,-0.00945573,-0.02630652,0.050997,0.00443958,-0.05640693,0.01320428,-0.02215636,0.03118114,-0.01775554,-0.06913182,0.03837367,0.00489842,0.02839291,-0.06523489,-0.03415251,-0.00420163,-0.00785754,-0.00159146,-0.05289985,0.10332072,0.08562481,-0.05133744,-0.04087073,0.03215776,-0.00468557,-0.00070849,-0.02584378,0.02798614,0.04670355,-0.04856437,-0.02314444,0.01585444,0.04158087,0.00166166,0.00519194,0.02428422,0.00249161,0.0451587,0.08040017,0.04315968,-0.03333771,-0.17017838,-0.22660688,0.02506701,0.00174947,-0.08217856,-0.02366881,-0.0340667,0.04993258,-0.06628858,0.07890549,-0.00394418,0.08294096,0.06419834,-0.0285385,-0.06261946,-0.03210656,0.00403638,0.0339448,-0.00877309,-0.02545037,0.06721403,0.01684907,-0.0140902,0.0319625,0.00925034,0.05654285,-0.04269436,0.13022709,0.04609445,0.00152661,-0.02394227,0.03009911,-0.01306259,0.02190841,-0.08096492,0.02241639,0.0172158,-0.02862001,-0.01863713,-0.01290391,-0.00546061,0.01240856,0.01625145,-0.02783857,-0.06873397,0.02524047,-0.03829208,-0.01871861,0.00844331,-0.03968965,0.01047676,0.02748122,0.02654536,0.05089609,0.00905729,-0.01568579,0.01103983,-0.0377317,-0.02798435,-0.01264892,-0.00321486,0.02942918,0.00800199,0.02622632,-0.05170704,0.00634537,0.00677988,-0.03221107,0.0293169,0.01098155,0.00259892,0.00776839,0.12675989,0.02540302,0.01757426,0.01019923,0.04105619,-0.05338873,-0.06756479,-0.01405205,0.01137273,0.00925669,-0.01030705,0.05738413,0.02206976,0.02085963,0.05150591,0.00550715,-0.03788876,0.00605152,0.01591497,-0.06598447,-0.02546724,-0.00083133,-0.02199471,0.01787658,0.00307156,-0.31594613,0.01154379,-0.02151368,0.02229536,0.00726024,0.01172203,0.00557559,-0.08077168,-0.03308305,0.02606448,0.0039612,0.10158654,0.07089669,-0.0534381,0.03832744,0.01861437,0.01727266,0.01585271,0.01283301,-0.04338445,-0.0204074,0.04510462,0.21317698,-0.00222273,0.02257261,-0.00218767,0.01339488,0.03734093,0.08682337,0.03828333,0.00645437,0.01312708,0.13287792,0.04697902,0.00340857,-0.00808521,-0.0353447,0.00201219,0.01085836,-0.03846072,-0.05792949,0.02813421,-0.0396922,0.00547361,0.07677343,-0.01318164,-0.00998911,-0.08154059,-0.03466812,0.04155485,-0.03270239,0.01164794,-0.04846973,0.01749285,0.00030334,0.04182598,0.02507245,0.0157695,-0.05804761,-0.00609995,0.04265648,0.044106,-0.0029561,0.04139744,0.04880775],"last_embed":{"hash":"fsdeun","tokens":433}}},"text":null,"length":0,"last_read":{"hash":"fsdeun","at":1762477172411},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#mimium and lambda-mmm#{1}","lines":[45,60],"size":1009,"outlinks":[],"class_name":"SmartBlock","last_embed":{"hash":"fsdeun","at":1762477172411}},
+
+"smart_sources:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md": {"path":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md","embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.04828151,-0.01517538,0.00906407,-0.02771934,0.0346327,0.03131747,-0.07433163,0.05349542,0.04490082,0.01965595,0.01266471,-0.06406876,0.05357479,0.06090457,0.01119192,-0.01839614,0.01343946,-0.05031481,-0.05249674,-0.01529202,0.15580373,-0.03936385,0.03425002,-0.02554833,0.07515801,0.01809142,-0.02068525,-0.01750689,-0.03466494,-0.16523767,-0.03803512,0.01336498,0.07223744,0.01510463,0.04782869,0.00581932,0.01245751,0.04683775,0.00254673,0.0555324,-0.03629488,-0.01094309,0.02718189,-0.00355795,0.04005891,-0.01990458,-0.00852871,-0.06313202,-0.03140478,-0.04536589,-0.10422902,-0.05982641,-0.01230383,0.00961585,0.02790446,0.00789597,0.05847933,-0.01783372,0.00962032,0.05866222,0.02601361,0.02793916,-0.26979953,0.03068163,0.04220859,-0.02868266,-0.09173433,-0.01738752,0.04289103,0.00881162,-0.04722809,0.01127,0.00865429,0.01916429,0.05378183,0.01841501,-0.02490663,-0.06524423,-0.00376066,-0.05247312,-0.02755183,0.05732418,0.00990725,-0.01220547,-0.03824747,-0.00843847,0.01876927,-0.03669746,0.01521502,0.01983664,-0.03068997,-0.01119069,0.00723592,0.04254078,-0.07500538,-0.02017346,0.00737649,0.02642949,-0.00334695,0.10357308,-0.05101009,0.01874861,0.01516039,-0.05401858,0.00590946,-0.03667465,-0.03839323,-0.06115799,0.0197215,0.00779143,-0.02837518,0.00121944,0.02866922,-0.04798699,0.00549502,-0.00813572,0.08344332,-0.01335388,-0.00865675,-0.00063084,0.02530398,0.00918458,0.00240348,-0.01560623,0.01151494,-0.00367678,0.02644916,0.03362491,0.01652312,-0.01465121,0.05391981,0.06000238,-0.05424735,-0.00738959,-0.00509272,0.016466,-0.02713678,-0.02250965,0.00103689,-0.01681723,-0.03387734,-0.1262223,-0.02317294,-0.07803225,-0.0993823,0.13967071,-0.05487924,0.0037463,0.01944356,-0.00859239,-0.02780228,0.07710917,-0.01516016,-0.02220491,0.03305377,-0.046662,0.05833658,0.12733957,-0.04814702,0.00154395,-0.03401837,-0.07626993,-0.03019551,0.12612537,0.01753052,-0.02773548,-0.02056631,0.06055476,0.01855475,-0.07090388,0.01431209,-0.00334048,0.0192597,-0.0163972,0.06738758,0.09683182,0.09598109,0.01006411,-0.03882705,0.03970144,-0.0056285,-0.02739967,-0.04006793,0.04103617,-0.01597453,-0.03552204,0.01427345,-0.02259326,0.03801757,-0.0061365,-0.07310129,0.01698487,0.00697032,0.02971563,-0.05128564,-0.05741592,-0.03495617,-0.02246238,-0.00175471,-0.09074894,0.09930959,0.04973929,-0.04062723,-0.03351645,0.0581498,-0.00161241,0.03940171,-0.02528874,0.02956435,0.03717725,-0.03659784,-0.01004796,0.06004794,0.04462557,0.00403185,0.02965445,0.01801541,-0.00083918,0.04804205,0.10274957,0.02774204,-0.00718372,-0.08810395,-0.20157294,-0.00123127,0.03808947,-0.05720103,-0.01283234,0.01548595,0.0508883,-0.07616311,0.1036773,0.07479197,0.0782224,0.07044954,-0.05976588,-0.00697534,0.00523593,-0.00695681,0.03794569,-0.04291292,-0.02160001,0.05070641,0.0219473,-0.01061888,0.00747226,-0.00539579,0.04408463,0.0056252,0.09495005,0.04071087,-0.04288275,-0.02625296,0.05390524,0.01512447,-0.00758446,-0.09228418,0.05613212,0.00679654,-0.04823154,-0.01277082,-0.01320283,-0.05947952,0.01742423,0.02438481,0.00880528,-0.04446401,-0.04157336,-0.05577935,-0.02345069,-0.00571509,-0.05351062,0.04255898,0.04080776,0.0058984,0.09423952,0.03665904,-0.00573552,-0.0163237,-0.01047603,-0.0047753,0.00098078,0.0038746,0.0290133,0.00651435,-0.01357754,-0.06995568,-0.02247181,-0.00204834,0.00736542,0.02645969,-0.02296801,0.04411576,0.02171151,0.13010088,0.01360519,0.02589878,0.05473169,0.04284343,0.00254366,-0.07819048,-0.00619903,0.00189728,0.03881833,0.00250697,0.08441199,0.05166014,-0.02431281,0.0133683,0.0373925,-0.05107107,0.01429161,-0.01447571,-0.06571983,-0.04141194,-0.01259902,0.00025455,0.03408977,-0.00500045,-0.32317805,0.02471129,-0.04988255,0.01206101,0.02758442,0.01801583,-0.01669815,-0.01008383,-0.03663532,0.03667895,-0.05621309,0.07594997,0.03049136,-0.07207087,0.00564484,0.0160503,0.00793649,-0.01916395,0.0020979,-0.03888035,-0.02610042,0.0267573,0.19182304,-0.03084715,-0.0162387,-0.03340451,-0.01744382,0.04894535,0.0865764,-0.00904047,-0.01427078,-0.01819906,0.09689737,0.0288652,0.00989372,0.0192777,-0.0458016,0.01426494,-0.01774603,-0.04559176,-0.04665128,0.04634793,-0.01519447,0.01683944,0.09266575,0.00675044,-0.05653271,-0.06239571,-0.01588566,0.00085946,-0.0232172,-0.02307927,-0.03829979,0.0326874,0.02379701,0.06903826,0.04876067,0.01747691,-0.02991226,-0.01490318,0.03111873,0.01207038,0.00871143,0.05328949,0.03322826],"last_embed":{"hash":"1guehlr","tokens":494}}},"last_read":{"hash":"1guehlr","at":1762477207395},"class_name":"SmartSource","last_import":{"mtime":1762477195889,"size":14965,"at":1762477207141,"hash":"1guehlr"},"blocks":{"#---frontmatter---":[1,3],"#paper #research":[4,182],"#paper #research#{1}":[6,6],"#paper #research#概要":[7,16],"#paper #research#概要#{1}":[9,16],"#paper #research#背景とモチベーション":[17,42],"#paper #research#背景とモチベーション#{1}":[19,42],"#paper #research#mimium and lambda-mmm":[43,60],"#paper #research#mimium and lambda-mmm#{1}":[45,60],"#paper #research#多段階計算":[61,72],"#paper #research#多段階計算#{1}":[63,68],"#paper #research#多段階計算#シンタックス":[69,72],"#paper #research#コールツリーの解析":[73,85],"#paper #research#コールツリーの解析#{1}":[75,77],"#paper #research#コールツリーの解析#{2}":[78,85],"#paper #research#状態構造ツリー同士の比較":[86,122],"#paper #research#状態構造ツリー同士の比較#{1}":[88,108],"#paper #research#状態構造ツリー同士の比較#サンプルコード":[109,122],"#paper #research#状態構造ツリー同士の比較#サンプルコード#{1}":[111,122],"#paper #research#問題点":[123,170],"#paper #research#問題点#{1}":[125,170],"#paper #research#将来的な展望":[171,182],"#paper #research#将来的な展望#{1}":[174,182]},"outlinks":[{"title":"mimium","target":"mimium","line":9}],"metadata":{"date":"2025-09-25 11:42","tags":["#paper","#research"]},"task_lines":[],"last_embed":{"hash":"1guehlr","at":1762477207142}},"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.05332045,-0.02076604,-0.0042036,-0.02772057,0.03656034,0.03891249,-0.05801709,0.06706276,0.05522614,0.01714979,0.00983711,-0.0404156,0.04886757,0.04236361,0.00624076,-0.0233703,0.01547583,-0.02917566,-0.05506464,0.00249367,0.15004967,-0.04997826,0.03943069,-0.01434683,0.07018883,0.0117857,-0.03086721,-0.02184551,-0.03246259,-0.17634052,-0.03463222,0.02196932,0.07212616,0.02717959,0.0595,0.02984738,0.01047791,0.0353645,0.03014263,0.05629824,-0.04013686,-0.02380174,0.04011656,-0.00216913,0.04806038,-0.02547346,-0.00057557,-0.0631897,-0.02197292,-0.04577979,-0.11081167,-0.05992786,-0.01747946,0.00686082,0.0179961,0.00364285,0.06668137,-0.02225288,0.01243418,0.05708953,0.022019,0.04376322,-0.26611015,0.03556146,0.04780412,-0.0223518,-0.12609641,-0.01351645,0.02797523,0.01293676,-0.05298783,0.03383929,0.02831723,0.01465643,0.05623541,0.01846344,-0.01883266,-0.05777136,-0.00029976,-0.05169461,-0.03693434,0.06172203,0.01652612,0.0068841,-0.06978451,-0.01107112,0.01098197,-0.04188172,0.02788799,0.00484579,-0.01639774,-0.00213983,0.0019982,0.04777113,-0.0757601,-0.04660739,0.01175592,0.03648072,0.01295248,0.11206178,-0.03968564,-0.01591097,0.04428918,-0.04646176,0.00007546,-0.04625518,-0.04219957,-0.0594513,0.01748355,0.02389441,-0.03406439,-0.00072858,-0.00063213,-0.03940833,0.01078912,-0.02805242,0.04702106,-0.02640164,-0.01593121,-0.01209195,-0.01063076,0.02628384,-0.01761468,-0.00574071,0.01136986,-0.03181078,0.02870906,0.03684779,0.0285358,-0.0102972,0.03468606,0.05092577,-0.03170908,-0.00949553,-0.01817734,0.01497983,-0.02821599,-0.00451549,-0.00112597,-0.0123519,-0.01300632,-0.08769725,-0.021235,-0.07222209,-0.09939015,0.1367687,-0.0441053,0.00183314,0.00566924,0.00026121,-0.01578295,0.07804976,-0.03451033,0.00264009,0.03043926,-0.04207521,0.05709942,0.12822251,-0.04050694,-0.00486929,-0.03037982,-0.0661753,-0.02437761,0.14065772,-0.00306925,-0.01019181,-0.03104649,0.06160987,-0.01180393,-0.07078332,0.01531527,-0.01139833,0.02393962,-0.01709338,0.03739519,0.09129258,0.07641511,0.00163825,-0.03123175,0.04028438,-0.00215202,-0.01688779,-0.05138671,0.0314415,-0.00076522,-0.02929087,0.01033524,-0.02226664,0.0348062,-0.0122992,-0.07940183,0.02399649,0.00850213,0.02096844,-0.0691502,-0.04427575,-0.03591789,-0.04741145,-0.00976861,-0.09923603,0.0952223,0.07333662,-0.04376565,-0.02110401,0.05442434,0.01471954,0.03993159,-0.01488089,0.03048145,0.03394702,-0.05198115,-0.01363556,0.05168544,0.03413361,0.00428274,0.03266187,0.02435102,-0.0100199,0.06274796,0.12108026,0.04603005,-0.02866166,-0.09924564,-0.1997259,-0.01635992,0.03004475,-0.05656219,-0.00069083,0.0131564,0.05341014,-0.05914293,0.08635898,0.06888605,0.07463224,0.06660114,-0.08068873,-0.00164463,0.0170543,-0.00859789,0.02701007,-0.04748387,-0.02064242,0.04406615,0.02841877,-0.01014342,0.0057234,0.01313895,0.06135801,0.00338201,0.10249081,0.02205351,-0.02928378,-0.01579334,0.038362,0.0151263,-0.00451245,-0.08754811,0.05464815,0.01709094,-0.04673363,-0.00874583,-0.01374654,-0.06048083,0.01999939,0.02360628,0.0046823,-0.0379864,-0.03481321,-0.05059298,-0.02473025,-0.01018196,-0.05848325,0.03925557,0.02978243,0.01523979,0.07962119,0.02116082,-0.00894499,-0.00523108,-0.00487539,0.00779006,-0.01569419,-0.00298991,0.03132036,-0.0048445,0.02479387,-0.08089503,-0.00930423,0.01474059,0.00520518,0.03490872,-0.01719288,0.0488899,0.03474425,0.13610789,0.02494694,0.03478981,0.04590025,0.05188154,0.02351968,-0.08082476,-0.00733223,-0.00505343,0.03653982,0.01158454,0.07761935,0.02146757,-0.03810408,0.01863496,0.03652673,-0.06136505,0.00483207,-0.02298233,-0.07648966,-0.02686583,-0.00971413,0.01403584,0.03602481,-0.02076975,-0.31437263,0.01330603,-0.05907125,0.02375704,0.01419822,0.01921051,-0.00854132,0.00419409,-0.020168,0.02117637,-0.05593678,0.06616809,0.03468776,-0.07159433,-0.01137515,0.02314038,0.00073975,-0.02192677,0.01742951,-0.03510132,-0.02893691,0.02175715,0.19926685,-0.05198489,-0.01774336,-0.05271471,0.00195146,0.05161551,0.06911203,-0.02037008,0.01298209,-0.02170041,0.08768314,0.02582129,0.02705586,0.02147529,-0.0456907,0.01993909,-0.00972103,-0.06541686,-0.03436581,0.04567465,-0.03289886,-0.00677324,0.07509953,0.01138405,-0.04433243,-0.06163385,-0.01783077,0.00385486,-0.0277669,-0.02174931,-0.0560399,0.02523096,0.04588721,0.05886591,0.03283527,0.00712079,-0.02178562,-0.00530269,0.03434526,0.01550369,0.02290045,0.07504302,0.03443487],"last_embed":{"hash":"l3albm","tokens":478}}},"text":null,"length":0,"last_read":{"hash":"l3albm","at":1762477207278},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research","lines":[4,182],"size":6158,"outlinks":[{"title":"mimium","target":"mimium","line":6}],"class_name":"SmartBlock","last_embed":{"hash":"l3albm","at":1762477207278}},
+"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#mimium and lambda-mmm": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.05354795,-0.00785117,-0.00680623,-0.03221003,0.05402023,0.02229869,-0.0872281,0.03945168,0.0453142,0.01963896,0.02550991,-0.11878902,0.07764257,0.00231431,0.04968197,0.00956567,0.02291347,0.01500966,-0.08798225,-0.04587096,0.0997829,-0.0438683,0.03654003,-0.06599505,0.08047799,0.00951934,-0.01862685,-0.00118926,-0.0085008,-0.18900317,-0.01608118,-0.03943651,0.0694673,0.00180084,0.00018373,-0.00360113,0.00833882,0.01490812,-0.0419873,0.02883742,-0.01128306,-0.00138026,-0.0039615,-0.0117334,-0.00551943,-0.00795897,0.02212166,-0.06249099,-0.00949147,-0.02622152,-0.10483751,-0.03924427,-0.01648276,-0.00770231,0.02307513,0.03346949,0.05896894,-0.01947859,0.01309049,0.04750455,0.00793935,0.0067641,-0.19956671,0.01232668,0.08101518,0.00182153,-0.07687908,-0.0407542,0.05635852,0.01051779,-0.04504422,-0.00208786,-0.00299523,0.04318286,0.07387247,0.03980624,-0.03575935,-0.06372951,-0.00160572,-0.02952834,-0.057223,0.03329952,0.03799728,-0.00101538,-0.01632223,0.0185137,0.05285507,-0.01408786,0.05652491,0.00137925,-0.04027886,-0.02636445,0.02471559,0.06648973,-0.06833709,0.01060397,0.00446594,0.00310371,0.03220363,0.11623197,-0.0290748,0.02250426,-0.02890879,-0.08030268,0.0595914,0.01231685,-0.04691867,-0.04208264,0.02772065,0.00351885,0.03363804,-0.00965349,-0.01071654,-0.03505053,0.00373583,-0.0346076,0.05025079,-0.0224556,-0.02380029,-0.0144282,0.01089917,0.01711809,0.04300913,-0.00032604,0.03723413,0.01598459,0.02098059,0.03761346,0.00488384,-0.01431595,0.017233,0.03990851,-0.04176046,-0.0316752,-0.01597862,0.01392933,-0.0410748,-0.04387584,0.05736408,0.0065894,-0.01955212,-0.13282846,-0.01661704,-0.07522922,-0.09492128,0.10929309,-0.01744637,-0.03128607,0.02926367,0.0096305,0.00417581,0.07829822,-0.04878668,-0.00836951,0.04388698,-0.0695068,0.02011145,0.17314045,-0.01493552,-0.02641,-0.03278112,-0.07498174,-0.05676942,0.16838354,-0.01423621,-0.02147772,-0.00265384,0.08093695,-0.01931921,-0.02916874,0.01132837,0.03882069,0.01070397,-0.0040999,0.04849442,0.02300225,0.00786743,-0.00709657,-0.04317699,0.04186396,-0.01131655,-0.01463593,-0.02904783,0.04907037,0.00509793,-0.05709876,0.01305967,-0.02170673,0.0323886,-0.01252759,-0.06892538,0.03459147,0.00431303,0.02652211,-0.06272037,-0.03428719,-0.00527691,-0.01340844,-0.00428826,-0.05029999,0.10018338,0.08415945,-0.05272198,-0.03545924,0.03208075,-0.00463498,0.00634473,-0.02747221,0.03451427,0.04638129,-0.04798655,-0.02376957,0.01888892,0.04400749,0.00301958,0.00480015,0.02255346,0.00209446,0.05013175,0.08828076,0.04222136,-0.03469446,-0.16213126,-0.22493133,0.01578257,0.00157705,-0.0747097,-0.02077097,-0.03467534,0.04885662,-0.06253152,0.07932384,0.00086787,0.0776284,0.06512094,-0.03222151,-0.05863709,-0.02914567,0.00104874,0.03484671,-0.01537712,-0.03109913,0.06603222,0.01554872,-0.01407044,0.03607244,0.01072879,0.05558247,-0.04062865,0.12910293,0.04268257,-0.00054568,-0.01631492,0.02904796,-0.01085342,0.0177315,-0.08706522,0.02186014,0.01972684,-0.03074681,-0.0185493,-0.01318961,-0.01084541,0.0162388,0.01503047,-0.02348886,-0.06860638,0.01690056,-0.0328519,-0.01994475,0.00547544,-0.03772874,0.00803966,0.02566863,0.02436897,0.05595344,0.01245866,-0.01556032,0.01145734,-0.04118262,-0.02392724,-0.0086359,-0.00351534,0.02861722,0.01170978,0.02341892,-0.05227981,0.00811903,0.00656164,-0.02973954,0.03074119,0.01031345,0.00979613,0.01053966,0.13396606,0.02694847,0.02136769,0.01103544,0.04248651,-0.04681948,-0.0775584,-0.01592066,0.01099474,0.0117377,-0.01507153,0.05413529,0.02254092,0.01688868,0.05333102,0.00362623,-0.04427575,0.01038759,0.01072859,-0.06796102,-0.02446812,-0.00326909,-0.02563059,0.02259782,0.01213447,-0.31716833,0.01533111,-0.02490067,0.02030968,0.01056125,0.01599216,0.00561354,-0.08189342,-0.02427692,0.02781158,0.00251287,0.0983866,0.07140492,-0.05190446,0.03189355,0.02215889,0.01849435,0.01255824,0.01042546,-0.04443923,-0.02276748,0.04805921,0.21223457,-0.00720363,0.01983558,-0.00625868,0.01085405,0.03530307,0.08251768,0.03310365,-0.00003228,0.01270431,0.12752014,0.04334753,0.00341221,-0.00229647,-0.03780358,-0.00557908,0.0068851,-0.03798773,-0.05790249,0.02490399,-0.03940721,0.01081099,0.08163905,-0.00846816,-0.01218203,-0.08972823,-0.03490215,0.03864626,-0.03347921,0.00679447,-0.05597445,0.01860787,0.00586009,0.03954415,0.03358934,0.01958633,-0.0519878,-0.00635237,0.04055436,0.04051899,-0.00363862,0.04511471,0.05143316],"last_embed":{"hash":"1gacupq","tokens":432}}},"text":null,"length":0,"last_read":{"hash":"1gacupq","at":1762477207355},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#mimium and lambda-mmm","lines":[43,60],"size":1040,"outlinks":[],"class_name":"SmartBlock","last_embed":{"hash":"1gacupq","at":1762477207355}},
+"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#mimium and lambda-mmm#{1}": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.05286536,-0.01204565,-0.00743335,-0.03626579,0.05208935,0.02037147,-0.08879588,0.03374005,0.04503795,0.01943059,0.02425523,-0.12091003,0.07725944,-0.00311718,0.05213893,0.00965627,0.02529921,0.02191994,-0.09196612,-0.04609224,0.09861574,-0.04230294,0.02769513,-0.0640114,0.08675094,0.01094355,-0.01629968,0.00155145,-0.00855573,-0.18552022,-0.01592283,-0.04035766,0.06490821,0.00078019,-0.00229055,-0.00904468,0.0017785,0.01059427,-0.04798887,0.02730808,-0.01042735,0.00184588,-0.0011741,-0.014905,-0.00829765,-0.00655706,0.02784474,-0.06057872,-0.00185907,-0.02469571,-0.10114673,-0.02911719,-0.0129442,-0.00880321,0.02646985,0.03500873,0.05514046,-0.01183574,0.01659661,0.05256439,-0.00052216,0.00449113,-0.18710509,0.01318871,0.08283044,0.00075309,-0.07299335,-0.04231177,0.056531,0.01434257,-0.04070418,-0.00204631,-0.01009961,0.04423841,0.07046505,0.03686242,-0.03188167,-0.06049889,-0.00567184,-0.02341633,-0.06508209,0.0303916,0.03250084,-0.00703665,-0.01456176,0.02797956,0.04893932,-0.01606707,0.05425664,-0.00098237,-0.04454337,-0.02464132,0.03005199,0.06776489,-0.06503444,0.01212882,0.00542033,0.00274564,0.02822715,0.11489478,-0.02415749,0.02415065,-0.034159,-0.08644783,0.06712149,0.0187995,-0.04471737,-0.03927821,0.02534681,-0.00398505,0.03583739,-0.01260487,-0.01186916,-0.03772752,0.00259166,-0.04027705,0.05010037,-0.02189326,-0.02494181,-0.01696086,0.01452872,0.01525027,0.04904658,0.00008688,0.03647898,0.01714563,0.01826272,0.03626593,-0.0012427,-0.00887965,0.0153928,0.03703936,-0.03474534,-0.0304514,-0.00939904,0.01788605,-0.04164149,-0.0486817,0.06459328,0.00694377,-0.02248845,-0.14414221,-0.02325892,-0.06973477,-0.08947513,0.10349065,-0.02186426,-0.03220934,0.03073598,0.01438396,0.00641484,0.07694504,-0.04823305,-0.00290543,0.04785674,-0.07320812,0.01942563,0.17549564,-0.01675238,-0.02909209,-0.03091491,-0.08148178,-0.05558848,0.16512719,-0.01639159,-0.0220222,0.00249558,0.07511438,-0.02208748,-0.02843045,0.01214539,0.03592289,0.01131476,-0.00201533,0.05246028,0.02474292,0.01133498,-0.01473156,-0.04358818,0.03900878,-0.01383163,-0.00945573,-0.02630652,0.050997,0.00443958,-0.05640693,0.01320428,-0.02215636,0.03118114,-0.01775554,-0.06913182,0.03837367,0.00489842,0.02839291,-0.06523489,-0.03415251,-0.00420163,-0.00785754,-0.00159146,-0.05289985,0.10332072,0.08562481,-0.05133744,-0.04087073,0.03215776,-0.00468557,-0.00070849,-0.02584378,0.02798614,0.04670355,-0.04856437,-0.02314444,0.01585444,0.04158087,0.00166166,0.00519194,0.02428422,0.00249161,0.0451587,0.08040017,0.04315968,-0.03333771,-0.17017838,-0.22660688,0.02506701,0.00174947,-0.08217856,-0.02366881,-0.0340667,0.04993258,-0.06628858,0.07890549,-0.00394418,0.08294096,0.06419834,-0.0285385,-0.06261946,-0.03210656,0.00403638,0.0339448,-0.00877309,-0.02545037,0.06721403,0.01684907,-0.0140902,0.0319625,0.00925034,0.05654285,-0.04269436,0.13022709,0.04609445,0.00152661,-0.02394227,0.03009911,-0.01306259,0.02190841,-0.08096492,0.02241639,0.0172158,-0.02862001,-0.01863713,-0.01290391,-0.00546061,0.01240856,0.01625145,-0.02783857,-0.06873397,0.02524047,-0.03829208,-0.01871861,0.00844331,-0.03968965,0.01047676,0.02748122,0.02654536,0.05089609,0.00905729,-0.01568579,0.01103983,-0.0377317,-0.02798435,-0.01264892,-0.00321486,0.02942918,0.00800199,0.02622632,-0.05170704,0.00634537,0.00677988,-0.03221107,0.0293169,0.01098155,0.00259892,0.00776839,0.12675989,0.02540302,0.01757426,0.01019923,0.04105619,-0.05338873,-0.06756479,-0.01405205,0.01137273,0.00925669,-0.01030705,0.05738413,0.02206976,0.02085963,0.05150591,0.00550715,-0.03788876,0.00605152,0.01591497,-0.06598447,-0.02546724,-0.00083133,-0.02199471,0.01787658,0.00307156,-0.31594613,0.01154379,-0.02151368,0.02229536,0.00726024,0.01172203,0.00557559,-0.08077168,-0.03308305,0.02606448,0.0039612,0.10158654,0.07089669,-0.0534381,0.03832744,0.01861437,0.01727266,0.01585271,0.01283301,-0.04338445,-0.0204074,0.04510462,0.21317698,-0.00222273,0.02257261,-0.00218767,0.01339488,0.03734093,0.08682337,0.03828333,0.00645437,0.01312708,0.13287792,0.04697902,0.00340857,-0.00808521,-0.0353447,0.00201219,0.01085836,-0.03846072,-0.05792949,0.02813421,-0.0396922,0.00547361,0.07677343,-0.01318164,-0.00998911,-0.08154059,-0.03466812,0.04155485,-0.03270239,0.01164794,-0.04846973,0.01749285,0.00030334,0.04182598,0.02507245,0.0157695,-0.05804761,-0.00609995,0.04265648,0.044106,-0.0029561,0.04139744,0.04880775],"last_embed":{"hash":"16rjp8b","tokens":433}}},"text":null,"length":0,"last_read":{"hash":"16rjp8b","at":1762477207395},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#mimium and lambda-mmm#{1}","lines":[45,60],"size":1014,"outlinks":[],"class_name":"SmartBlock","last_embed":{"hash":"16rjp8b","at":1762477207395}},
+
+"smart_sources:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md": {"path":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md","embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.04828151,-0.01517538,0.00906407,-0.02771934,0.0346327,0.03131747,-0.07433163,0.05349542,0.04490082,0.01965595,0.01266471,-0.06406876,0.05357479,0.06090457,0.01119192,-0.01839614,0.01343946,-0.05031481,-0.05249674,-0.01529202,0.15580373,-0.03936385,0.03425002,-0.02554833,0.07515801,0.01809142,-0.02068525,-0.01750689,-0.03466494,-0.16523767,-0.03803512,0.01336498,0.07223744,0.01510463,0.04782869,0.00581932,0.01245751,0.04683775,0.00254673,0.0555324,-0.03629488,-0.01094309,0.02718189,-0.00355795,0.04005891,-0.01990458,-0.00852871,-0.06313202,-0.03140478,-0.04536589,-0.10422902,-0.05982641,-0.01230383,0.00961585,0.02790446,0.00789597,0.05847933,-0.01783372,0.00962032,0.05866222,0.02601361,0.02793916,-0.26979953,0.03068163,0.04220859,-0.02868266,-0.09173433,-0.01738752,0.04289103,0.00881162,-0.04722809,0.01127,0.00865429,0.01916429,0.05378183,0.01841501,-0.02490663,-0.06524423,-0.00376066,-0.05247312,-0.02755183,0.05732418,0.00990725,-0.01220547,-0.03824747,-0.00843847,0.01876927,-0.03669746,0.01521502,0.01983664,-0.03068997,-0.01119069,0.00723592,0.04254078,-0.07500538,-0.02017346,0.00737649,0.02642949,-0.00334695,0.10357308,-0.05101009,0.01874861,0.01516039,-0.05401858,0.00590946,-0.03667465,-0.03839323,-0.06115799,0.0197215,0.00779143,-0.02837518,0.00121944,0.02866922,-0.04798699,0.00549502,-0.00813572,0.08344332,-0.01335388,-0.00865675,-0.00063084,0.02530398,0.00918458,0.00240348,-0.01560623,0.01151494,-0.00367678,0.02644916,0.03362491,0.01652312,-0.01465121,0.05391981,0.06000238,-0.05424735,-0.00738959,-0.00509272,0.016466,-0.02713678,-0.02250965,0.00103689,-0.01681723,-0.03387734,-0.1262223,-0.02317294,-0.07803225,-0.0993823,0.13967071,-0.05487924,0.0037463,0.01944356,-0.00859239,-0.02780228,0.07710917,-0.01516016,-0.02220491,0.03305377,-0.046662,0.05833658,0.12733957,-0.04814702,0.00154395,-0.03401837,-0.07626993,-0.03019551,0.12612537,0.01753052,-0.02773548,-0.02056631,0.06055476,0.01855475,-0.07090388,0.01431209,-0.00334048,0.0192597,-0.0163972,0.06738758,0.09683182,0.09598109,0.01006411,-0.03882705,0.03970144,-0.0056285,-0.02739967,-0.04006793,0.04103617,-0.01597453,-0.03552204,0.01427345,-0.02259326,0.03801757,-0.0061365,-0.07310129,0.01698487,0.00697032,0.02971563,-0.05128564,-0.05741592,-0.03495617,-0.02246238,-0.00175471,-0.09074894,0.09930959,0.04973929,-0.04062723,-0.03351645,0.0581498,-0.00161241,0.03940171,-0.02528874,0.02956435,0.03717725,-0.03659784,-0.01004796,0.06004794,0.04462557,0.00403185,0.02965445,0.01801541,-0.00083918,0.04804205,0.10274957,0.02774204,-0.00718372,-0.08810395,-0.20157294,-0.00123127,0.03808947,-0.05720103,-0.01283234,0.01548595,0.0508883,-0.07616311,0.1036773,0.07479197,0.0782224,0.07044954,-0.05976588,-0.00697534,0.00523593,-0.00695681,0.03794569,-0.04291292,-0.02160001,0.05070641,0.0219473,-0.01061888,0.00747226,-0.00539579,0.04408463,0.0056252,0.09495005,0.04071087,-0.04288275,-0.02625296,0.05390524,0.01512447,-0.00758446,-0.09228418,0.05613212,0.00679654,-0.04823154,-0.01277082,-0.01320283,-0.05947952,0.01742423,0.02438481,0.00880528,-0.04446401,-0.04157336,-0.05577935,-0.02345069,-0.00571509,-0.05351062,0.04255898,0.04080776,0.0058984,0.09423952,0.03665904,-0.00573552,-0.0163237,-0.01047603,-0.0047753,0.00098078,0.0038746,0.0290133,0.00651435,-0.01357754,-0.06995568,-0.02247181,-0.00204834,0.00736542,0.02645969,-0.02296801,0.04411576,0.02171151,0.13010088,0.01360519,0.02589878,0.05473169,0.04284343,0.00254366,-0.07819048,-0.00619903,0.00189728,0.03881833,0.00250697,0.08441199,0.05166014,-0.02431281,0.0133683,0.0373925,-0.05107107,0.01429161,-0.01447571,-0.06571983,-0.04141194,-0.01259902,0.00025455,0.03408977,-0.00500045,-0.32317805,0.02471129,-0.04988255,0.01206101,0.02758442,0.01801583,-0.01669815,-0.01008383,-0.03663532,0.03667895,-0.05621309,0.07594997,0.03049136,-0.07207087,0.00564484,0.0160503,0.00793649,-0.01916395,0.0020979,-0.03888035,-0.02610042,0.0267573,0.19182304,-0.03084715,-0.0162387,-0.03340451,-0.01744382,0.04894535,0.0865764,-0.00904047,-0.01427078,-0.01819906,0.09689737,0.0288652,0.00989372,0.0192777,-0.0458016,0.01426494,-0.01774603,-0.04559176,-0.04665128,0.04634793,-0.01519447,0.01683944,0.09266575,0.00675044,-0.05653271,-0.06239571,-0.01588566,0.00085946,-0.0232172,-0.02307927,-0.03829979,0.0326874,0.02379701,0.06903826,0.04876067,0.01747691,-0.02991226,-0.01490318,0.03111873,0.01207038,0.00871143,0.05328949,0.03322826],"last_embed":{"hash":"gxkaoa","tokens":494}}},"last_read":{"hash":"gxkaoa","at":1762477262242},"class_name":"SmartSource","last_import":{"mtime":1762477250197,"size":14763,"at":1762477261792,"hash":"gxkaoa"},"blocks":{"#---frontmatter---":[1,3],"#paper #research":[4,189],"#paper #research#{1}":[6,6],"#paper #research#概要":[7,16],"#paper #research#概要#{1}":[9,16],"#paper #research#背景とモチベーション":[17,42],"#paper #research#背景とモチベーション#{1}":[19,42],"#paper #research#mimium and lambda-mmm":[43,60],"#paper #research#mimium and lambda-mmm#{1}":[45,60],"#paper #research#多段階計算":[61,71],"#paper #research#多段階計算#{1}":[63,67],"#paper #research#多段階計算#シンタックス":[68,71],"#paper #research#コールツリーの解析":[72,84],"#paper #research#コールツリーの解析#{1}":[74,76],"#paper #research#コールツリーの解析#{2}":[77,84],"#paper #research#状態構造ツリー同士の比較":[85,121],"#paper #research#状態構造ツリー同士の比較#{1}":[87,107],"#paper #research#状態構造ツリー同士の比較#サンプルコード":[108,121],"#paper #research#状態構造ツリー同士の比較#サンプルコード#{1}":[110,121],"#paper #research#議論":[122,177],"#paper #research#議論#他の言語とのコンパイル時計算のパラダイム比較":[125,129],"#paper #research#議論#ライブ状態更新のエッジケース":[130,177],"#paper #research#議論#ライブ状態更新のエッジケース#{1}":[132,177],"#paper #research#将来的な展望":[178,189],"#paper #research#将来的な展望#{1}":[181,189]},"outlinks":[{"title":"mimium","target":"mimium","line":9}],"metadata":{"date":"2025-09-25 11:42","tags":["#paper","#research"]},"task_lines":[],"last_embed":{"hash":"gxkaoa","at":1762477261794}},"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.05339414,-0.0208041,-0.00450272,-0.02768544,0.03641213,0.03877933,-0.05801475,0.06704236,0.05497188,0.01726167,0.01012383,-0.04073296,0.04881523,0.04238713,0.0063387,-0.02356341,0.01543288,-0.02914522,-0.0548363,0.00243343,0.14981934,-0.05002068,0.0393338,-0.01425904,0.06992878,0.01166008,-0.03083262,-0.0217445,-0.03266071,-0.17630383,-0.03464372,0.02219708,0.07210476,0.02713153,0.05946167,0.02985905,0.01007752,0.03502365,0.03001555,0.05623997,-0.04040809,-0.0236079,0.04023143,-0.00206776,0.04806273,-0.02577291,-0.00045924,-0.06294592,-0.02165868,-0.04595429,-0.11089297,-0.05984077,-0.01757744,0.00709969,0.01822435,0.00348979,0.06677157,-0.02212611,0.01237353,0.05726121,0.02170176,0.04373566,-0.26564074,0.0356745,0.04758152,-0.02230448,-0.12572829,-0.01385327,0.02814985,0.01314571,-0.05266213,0.03427236,0.02796122,0.01473737,0.05573279,0.01844306,-0.0189367,-0.05742295,-0.00030485,-0.051658,-0.03734904,0.06170764,0.01637503,0.00676795,-0.06976518,-0.01073548,0.01116416,-0.04199802,0.02769993,0.00476749,-0.01669924,-0.00208839,0.00251536,0.04764334,-0.07568563,-0.0465446,0.01192659,0.03661752,0.01274048,0.11152037,-0.03969867,-0.01611992,0.04439254,-0.04675902,-0.00014321,-0.04622516,-0.04208006,-0.05959215,0.01754409,0.02354378,-0.03383914,-0.00077642,-0.00001964,-0.03964148,0.01064983,-0.02812436,0.04716213,-0.02653576,-0.01589819,-0.0121495,-0.01083745,0.02646507,-0.01757445,-0.00567837,0.01138896,-0.03187531,0.02902336,0.03661972,0.02869243,-0.00981533,0.03444994,0.05107699,-0.03159676,-0.00939691,-0.01796805,0.01499606,-0.02817188,-0.00460176,-0.00102187,-0.01245266,-0.01333611,-0.08743726,-0.0210463,-0.07222493,-0.09942879,0.13688678,-0.04407615,0.00164266,0.005206,-0.00012946,-0.01590141,0.0780791,-0.0341374,0.00268406,0.0302387,-0.04191116,0.0572472,0.12804809,-0.04096296,-0.00490938,-0.03029417,-0.06659467,-0.02461616,0.1409574,-0.00306957,-0.01072029,-0.03081734,0.06113185,-0.01172755,-0.07072325,0.01535496,-0.01116103,0.02405494,-0.01725224,0.03743942,0.0915768,0.07693005,0.00176231,-0.03148694,0.04027677,-0.00224377,-0.01672309,-0.05166315,0.0311526,-0.00057365,-0.02948823,0.01033122,-0.02212672,0.03484496,-0.01246188,-0.07946154,0.02374271,0.00826378,0.02095287,-0.06926076,-0.04457623,-0.03585093,-0.04729915,-0.0092975,-0.09948886,0.0957091,0.07349341,-0.04392529,-0.02131438,0.05397434,0.01490092,0.03997033,-0.01507593,0.03009094,0.03420809,-0.05176436,-0.01374929,0.05186254,0.03401359,0.00464631,0.03249117,0.02437114,-0.00991951,0.06281581,0.12130741,0.04623175,-0.02849351,-0.09936249,-0.19976012,-0.01614112,0.03010427,-0.05643966,-0.00086393,0.01307634,0.05349185,-0.05962029,0.08647408,0.06881571,0.07504743,0.06679815,-0.08055914,-0.00192787,0.01724814,-0.00883641,0.02687774,-0.04735998,-0.02053837,0.04398698,0.0282663,-0.01012725,0.00594115,0.01303691,0.06125458,0.00343772,0.10219233,0.02161881,-0.02907706,-0.01581355,0.03879983,0.0151744,-0.00459694,-0.08712606,0.05494214,0.01682252,-0.04695398,-0.00855242,-0.01344629,-0.06032321,0.02006334,0.02398683,0.00463644,-0.03770339,-0.03440777,-0.05080632,-0.02495058,-0.01021298,-0.05840788,0.03935283,0.02979018,0.01517848,0.07947262,0.02157394,-0.00886482,-0.00496264,-0.00457673,0.00768057,-0.01564835,-0.00338845,0.03145135,-0.0051553,0.02461994,-0.08078849,-0.00927803,0.01494315,0.00489939,0.03504524,-0.01712582,0.04858458,0.03427212,0.13598485,0.02514719,0.03492079,0.04600544,0.05190986,0.02350518,-0.08067952,-0.00694981,-0.00491624,0.0364363,0.0115107,0.07751275,0.02132152,-0.0385344,0.01841233,0.03648415,-0.06086007,0.00507866,-0.02271029,-0.07633961,-0.02692096,-0.00977479,0.01441768,0.03645226,-0.02102713,-0.3144176,0.01341434,-0.05918251,0.02355485,0.01464222,0.01926889,-0.00874585,0.0041755,-0.02059724,0.02103918,-0.05580642,0.06610139,0.03457871,-0.07196687,-0.0113434,0.02304036,0.000619,-0.02216693,0.01744891,-0.03487797,-0.02914167,0.02215332,0.19948415,-0.0521097,-0.01749559,-0.05298483,0.00161378,0.05156102,0.06967337,-0.0202088,0.01270414,-0.02176555,0.08809051,0.02566054,0.02696168,0.02177624,-0.04563235,0.01978032,-0.00958682,-0.06519534,-0.03439109,0.04601816,-0.03315288,-0.00669646,0.07494401,0.01165508,-0.04461638,-0.06158768,-0.01748501,0.00391979,-0.02753268,-0.02211781,-0.05609498,0.02524746,0.0460036,0.05918158,0.03256085,0.0069966,-0.02213824,-0.00519093,0.03406764,0.01526678,0.02316677,0.07515478,0.03433898],"last_embed":{"hash":"1vi3pfu","tokens":479}}},"text":null,"length":0,"last_read":{"hash":"1vi3pfu","at":1762477261953},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research","lines":[4,189],"size":6100,"outlinks":[{"title":"mimium","target":"mimium","line":6}],"class_name":"SmartBlock","last_embed":{"hash":"1vi3pfu","at":1762477261953}},
+"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#多段階計算": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.04314054,-0.04220585,-0.05794624,-0.01383762,0.01337068,0.02370067,-0.02907129,0.02723892,0.02662896,0.00346218,-0.00114935,-0.08527661,0.05639679,0.01744013,0.04665008,-0.02615714,-0.00761568,0.00890351,-0.08542896,-0.00212199,0.14547445,-0.03687764,0.01457346,-0.03669908,0.07530744,0.02920002,-0.02354621,-0.06326614,-0.00929239,-0.17053089,-0.01826035,-0.02552063,0.08928041,-0.00447749,0.00636292,0.03136273,-0.02167384,0.05971548,-0.02448232,0.01871661,-0.01162746,-0.03000109,-0.00772286,0.02579116,-0.03914948,-0.01809662,-0.0434171,-0.03544648,-0.00210762,-0.02540616,-0.08842502,-0.02513731,-0.0004942,0.01942348,0.02636958,0.02446708,0.05023818,0.04895087,-0.01832722,0.03544383,-0.00512732,0.04774873,-0.23832168,0.02420069,0.02778679,0.05634547,-0.08484352,-0.03910974,0.02372857,-0.0097971,-0.0770927,0.01945649,0.00840094,0.0582319,0.02214785,0.0486597,-0.02640915,-0.06003409,-0.00620065,-0.01446662,-0.01036791,0.05941835,0.03088689,0.0135252,-0.0571229,-0.0162976,0.05338156,-0.0136876,0.04690609,0.01371325,-0.01005992,0.00235264,0.01452461,0.07588866,-0.05721094,-0.05051628,-0.02409364,0.03052206,0.01631766,0.10131818,-0.02863956,0.00771798,0.02424475,-0.00761829,-0.00022107,-0.02937249,0.00491305,-0.03577496,0.01047466,-0.02203592,-0.02641582,0.03276161,0.03164472,-0.04256047,-0.03812414,0.00837656,0.03844978,-0.04304773,-0.01707038,-0.00797938,0.03713669,0.04372737,0.00595297,-0.01511442,0.03790962,-0.01442382,0.0682252,0.06511523,0.08973657,0.05773944,0.01703629,0.06069448,-0.06654871,-0.01052475,-0.01222164,-0.02319839,-0.03004825,0.01891832,-0.01145307,0.00938658,-0.00702077,-0.0754803,-0.02958442,-0.03993097,-0.03411054,0.14272846,-0.06973371,-0.01425971,-0.02333652,0.00840811,-0.01987958,0.07228288,0.00354445,-0.01143778,0.02604872,-0.05186249,0.02353421,0.12049403,-0.07041852,0.03162818,-0.00676559,-0.02544243,-0.03819443,0.12181786,0.0048428,-0.06056911,0.02409833,0.02295142,-0.01320044,-0.07447358,0.01174395,-0.00812514,-0.04391865,-0.02753036,0.03133412,0.04018096,0.03504029,0.00809836,-0.03671585,0.044859,0.00682777,-0.0174779,-0.04081247,0.02691782,-0.00350613,-0.06819268,-0.01121579,-0.01990695,0.01166342,0.01700587,-0.13530341,0.00554391,0.00491864,-0.01259599,-0.0510668,-0.03127441,0.00216205,0.00855992,0.00784211,0.00273002,0.07860081,0.07659361,-0.04475822,-0.02794543,0.02607329,0.00840606,0.05799904,-0.01915677,0.02382606,0.03288524,-0.05325579,0.00869097,0.00262172,0.04767404,0.02673633,0.00721368,0.01103223,-0.01818993,0.0285889,0.07984195,0.02252089,-0.05384249,-0.09859578,-0.22348495,0.00446143,0.03503007,-0.03956786,0.04019752,-0.04104725,-0.0065847,-0.01389497,0.06705213,0.07908102,0.09847996,0.04833732,-0.03803451,-0.01171494,-0.01467137,-0.03556565,0.02514017,-0.01899538,-0.04417789,0.0342367,0.00485197,-0.01154771,0.00282452,0.01807646,0.03957081,-0.05445141,0.11710981,0.03582024,0.00674591,-0.02052243,0.0113524,0.00711133,-0.01216793,-0.08508936,0.09830567,0.00451206,-0.03821445,-0.05774816,-0.00476596,-0.05775364,0.03132299,0.04727862,-0.03947274,-0.0719052,-0.0542862,-0.05153831,0.00506494,0.00218648,0.00961911,0.08671735,-0.00077633,0.00699098,0.07510804,0.07239834,0.02294767,0.00437284,-0.05047705,0.03536977,0.00754954,-0.01021378,-0.00268436,0.05649333,0.00648564,-0.05016616,0.0075864,-0.01338313,-0.03238075,0.02795194,-0.01361768,0.05560412,-0.01479557,0.13850102,0.0217353,0.03191199,0.03086995,0.06755666,0.00139698,-0.10085434,0.00004723,-0.01207966,0.10530765,0.01797081,0.03851173,0.05648276,0.03183184,0.05121557,0.01931646,-0.06070462,0.04112091,-0.0491382,-0.10557921,-0.02566112,0.01653809,-0.05387019,0.07790005,-0.0129888,-0.31282002,0.02102959,-0.03968177,-0.025944,0.00086725,0.01382394,0.00647299,-0.06230006,-0.05429251,-0.00850431,-0.0723078,0.05037719,0.02543724,-0.03338645,0.02548906,-0.00842467,0.06836391,-0.02170207,0.0546298,-0.02185643,-0.0252798,0.0291712,0.18953638,-0.04673542,0.00277067,-0.00726317,0.00912861,0.05850307,0.05634908,0.01670379,-0.01633631,-0.03506192,0.11190619,0.03337993,0.00382531,0.03856001,-0.03245175,-0.03197394,0.0197026,-0.01271678,-0.00564209,0.01940505,-0.03997977,0.03156419,0.12506372,-0.00289684,-0.02976564,-0.09623243,0.00510943,0.02253447,-0.04907255,-0.01122615,-0.05249668,0.00080768,-0.00321654,0.04900486,0.00652856,-0.00452423,-0.02758793,-0.02544717,-0.0069183,-0.034335,0.01173402,0.06649527,0.03518441],"last_embed":{"hash":"1d8c1fz","tokens":292}}},"text":null,"length":0,"last_read":{"hash":"1d8c1fz","at":1762477262031},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#多段階計算","lines":[61,71],"size":281,"outlinks":[],"class_name":"SmartBlock","last_embed":{"hash":"1d8c1fz","at":1762477262031}},
+"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#多段階計算#{1}": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.03812354,-0.05068505,-0.05875427,-0.01566627,0.00802763,0.02273059,-0.02593609,0.0253789,0.02852678,0.00418186,-0.00555741,-0.08653486,0.05832363,0.01577739,0.04879514,-0.02744109,0.0001836,0.01436296,-0.09144592,0.00009821,0.14780366,-0.02835668,0.00711575,-0.03675855,0.08131558,0.02954017,-0.01951343,-0.05852534,-0.00981819,-0.16835555,-0.01992631,-0.02803025,0.08758437,-0.00805584,0.00241743,0.03341325,-0.02157036,0.05667392,-0.02605711,0.01807002,-0.01487101,-0.02419834,-0.00516739,0.02458052,-0.04198748,-0.01657714,-0.04004031,-0.0310388,0.00348441,-0.02311336,-0.08438702,-0.02128571,-0.00101142,0.0164118,0.02848091,0.02631112,0.04672762,0.06071477,-0.01589756,0.0357848,-0.00806523,0.04548643,-0.22781612,0.02794353,0.02067852,0.06199758,-0.07535771,-0.04084586,0.02229445,-0.00984751,-0.07052228,0.01594285,0.00335695,0.06081287,0.01569988,0.04465416,-0.02817398,-0.05636344,-0.01092916,-0.01125714,-0.01399723,0.05638959,0.02459502,0.01012073,-0.04833512,-0.01798276,0.05349924,-0.01699723,0.04744186,0.0135364,-0.0146245,0.00383893,0.02137365,0.0739695,-0.06374448,-0.05494924,-0.02327508,0.0303153,0.01642278,0.09906907,-0.02739953,0.01039099,0.0220314,-0.01058859,0.00639872,-0.02835901,0.00835216,-0.03367668,0.01225977,-0.02943602,-0.02971173,0.03041322,0.03392845,-0.04416374,-0.03982604,0.01224658,0.0357869,-0.04386749,-0.01948372,-0.01055955,0.04298115,0.04084169,0.00749222,-0.01813941,0.03773104,-0.01136183,0.07376404,0.06563748,0.09208752,0.06877198,0.01473451,0.06431995,-0.06426714,-0.00549188,-0.00825921,-0.02275474,-0.02638626,0.01473248,-0.00818425,0.00992914,-0.01174791,-0.08080791,-0.02715895,-0.03884868,-0.02763246,0.13543992,-0.07614526,-0.01718058,-0.02229221,0.00840832,-0.02045676,0.07099117,0.00711435,-0.00918802,0.02144236,-0.05332647,0.02577281,0.11717122,-0.07865971,0.03480753,-0.00268084,-0.03165273,-0.03959059,0.11074644,0.00637431,-0.06552966,0.02931588,0.01572448,-0.01363799,-0.07232712,0.01191517,-0.00878395,-0.04626524,-0.03023697,0.03287126,0.04048579,0.03501616,0.0030675,-0.03984038,0.04386261,0.00543962,-0.01871122,-0.03247087,0.02877366,-0.00397436,-0.07269372,-0.01137918,-0.01913933,0.01345825,0.01279954,-0.13514213,0.00704019,0.00054098,-0.01453587,-0.0511576,-0.03068929,0.00517104,0.01404154,0.01605289,0.00547286,0.08289064,0.07510985,-0.04150803,-0.03226572,0.02347077,0.00770235,0.05241531,-0.02087202,0.02003689,0.03019294,-0.05450728,0.00806522,0.0067344,0.04924706,0.02307799,0.00530983,0.00919441,-0.01547789,0.02166408,0.07581969,0.02488297,-0.05664774,-0.09564469,-0.2270214,0.01666329,0.03946978,-0.04362196,0.03601525,-0.04635526,-0.00918744,-0.00825371,0.06535488,0.07960217,0.10231391,0.04403564,-0.0329964,-0.0129364,-0.01432169,-0.03202884,0.0242305,-0.01587255,-0.04124267,0.03907477,0.00104128,-0.00700125,0.00413933,0.02213226,0.04170224,-0.05172023,0.11787594,0.03998636,0.00923833,-0.02564863,0.01563719,0.00836247,-0.01233824,-0.08277837,0.10416894,0.00141315,-0.03657411,-0.05601686,-0.00126105,-0.0581652,0.02936489,0.04785277,-0.04417145,-0.07335215,-0.04541162,-0.05374546,0.01013685,0.00378464,0.00506594,0.0887325,-0.00009418,0.00879477,0.07829166,0.07685833,0.03237559,0.00273418,-0.05120655,0.03421924,0.01124886,-0.00540208,-0.00115676,0.06132987,0.00317278,-0.0519044,0.00628574,-0.01619474,-0.03170469,0.02148551,-0.01455202,0.0533477,-0.02792483,0.13285738,0.01963113,0.02934077,0.03318099,0.06883745,-0.00088081,-0.09348739,-0.00037221,-0.00918505,0.10213632,0.02224764,0.04034742,0.06049989,0.032857,0.0517157,0.02181529,-0.05234383,0.04019575,-0.04642626,-0.10494338,-0.02794274,0.01772186,-0.05229408,0.07892269,-0.01890388,-0.31085199,0.01684712,-0.04405261,-0.03033405,-0.00066866,0.01272979,-0.00046825,-0.06792208,-0.0642131,-0.01284492,-0.07694352,0.051227,0.02918856,-0.03968774,0.02577795,-0.01216872,0.06876963,-0.02090902,0.062108,-0.0243818,-0.02456014,0.02487372,0.19177718,-0.03800686,0.00435346,-0.00396139,0.00681905,0.05825282,0.05998462,0.02106506,-0.01919483,-0.03375985,0.11898052,0.03208293,0.00046451,0.03551836,-0.0308027,-0.03708022,0.02149451,-0.01306271,-0.00753865,0.02114394,-0.04230614,0.03323572,0.12182114,-0.0045004,-0.03127719,-0.09507179,0.0048833,0.02084423,-0.04914032,-0.01239916,-0.04628316,-0.0000337,-0.00369798,0.04862363,-0.00225214,-0.00812683,-0.03156767,-0.02693299,-0.00982851,-0.0384377,0.01377296,0.06523582,0.03226692],"last_embed":{"hash":"c9i9qe","tokens":282}}},"text":null,"length":0,"last_read":{"hash":"c9i9qe","at":1762477262066},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#多段階計算#{1}","lines":[63,67],"size":257,"outlinks":[],"class_name":"SmartBlock","last_embed":{"hash":"c9i9qe","at":1762477262066}},
+"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.10077527,-0.02916877,-0.03857508,-0.04290948,0.04603508,0.00761825,-0.07207312,0.01718649,0.0607028,0.00618034,-0.0100248,-0.11414864,0.05931389,0.042164,0.05503874,0.0039821,0.0069455,-0.02067362,-0.04598922,-0.01799302,0.10516968,-0.040636,0.02685172,-0.06258518,0.0326721,0.02881723,-0.04581625,-0.03572978,0.00192087,-0.18477862,-0.01978415,0.03451085,0.06389172,0.02305242,0.01006745,0.03019623,-0.00289178,0.04350806,-0.04695643,0.06266108,0.01829406,-0.03627118,-0.00336395,0.0045269,0.03236619,-0.01911172,-0.03250206,-0.05186696,0.0081175,-0.01684073,-0.05543605,-0.02000397,-0.03724244,-0.00942005,0.05284799,0.0042701,0.0357212,0.00522817,0.04667271,0.00972173,0.01738834,-0.01081087,-0.24830717,0.036682,0.05045724,-0.00923182,-0.05287974,-0.03613612,0.05444019,0.03108467,-0.06776353,0.01865422,0.01889082,0.02504622,0.00314213,-0.00214902,-0.01880275,-0.00186293,-0.00410438,-0.01219938,-0.06226193,0.07398418,0.00519793,-0.06749962,-0.04215367,-0.02708353,0.04733874,-0.00024494,0.05471408,0.02313327,-0.02926652,-0.01144576,0.03764267,0.07662421,-0.04203653,-0.02033477,-0.00174863,0.045518,0.00528062,0.09962834,-0.03359186,0.00469288,0.02023388,-0.05049383,0.04254143,-0.05372967,-0.00003566,-0.0808503,-0.01165745,0.00771387,0.02226031,-0.00121793,0.00060608,-0.06099741,-0.03366704,0.03598608,0.04811016,0.0159922,-0.00967839,-0.0075469,-0.00703281,-0.00238308,-0.00193623,-0.00250269,0.0558788,-0.03404785,0.04124004,0.05666143,0.06229356,0.01132954,0.02892414,0.0311729,-0.09788582,-0.03840132,-0.01068364,0.02235361,-0.03839101,0.04875163,-0.01188514,0.00674924,-0.00218049,-0.11253788,-0.00936948,-0.08743774,-0.07687348,0.10117746,0.01342637,0.02480808,-0.04082642,-0.03003705,-0.01335475,0.05640799,-0.02900963,-0.04112053,0.03500916,-0.00401714,0.04364416,0.11169353,-0.0256777,-0.04710661,-0.00403197,-0.06098423,-0.03689816,0.10838442,0.0324844,-0.04720268,-0.01685756,0.08132438,0.06057629,-0.03529196,0.0412518,-0.00191569,-0.02958842,-0.03388126,0.01589845,0.01029628,0.04829247,0.02502551,-0.02539734,0.01026275,0.02091869,-0.01401658,-0.03492588,0.00999191,0.04281742,-0.07627565,-0.00958006,-0.03112372,0.01916165,0.05917785,-0.07557924,-0.04166802,-0.0020459,0.00949342,-0.03731768,-0.03736057,-0.07051787,0.02208485,0.00242057,-0.05551731,0.13536751,0.08202632,-0.01896617,-0.04896521,-0.00681255,-0.01233641,0.01328007,0.01041379,-0.00309204,0.04511777,-0.09289994,0.00549901,0.0293368,0.0312097,0.00583385,-0.01645837,-0.00490109,0.01607226,0.08027944,0.0664026,0.03661308,-0.02112192,-0.06663518,-0.20541717,-0.00158888,0.07241265,-0.01252783,-0.02182053,-0.01343068,0.00675871,-0.03771161,0.06037426,0.02991717,0.03720566,0.05619126,-0.00821312,0.01846615,0.02731641,0.00253895,0.01513815,-0.04161099,0.01673559,0.0182243,0.01145285,-0.0000896,0.02973751,0.02924041,0.05385998,-0.05557553,0.13141541,-0.00808146,-0.01625389,0.00905924,0.03982368,0.0061789,0.0087173,-0.03865419,0.03023262,0.01969517,-0.02255925,-0.00363494,-0.0459557,-0.03885593,0.06028107,0.01374067,-0.02736431,-0.09506397,-0.08768117,-0.05209335,-0.02111213,-0.03806361,-0.04344352,0.04889533,0.03768701,0.01527504,0.11800997,0.04120978,0.01262135,-0.00638263,-0.06396785,0.00624394,0.00871462,-0.02001893,0.02477911,0.01941229,0.00222646,-0.02857744,0.00231293,-0.00213565,-0.01045928,0.02416759,0.04696543,0.01662665,-0.01119021,0.12900376,0.01172409,0.00249975,0.04440328,0.05694807,-0.01099465,-0.11226653,-0.00334794,-0.0016893,0.00774448,0.01524007,0.01175078,0.03322864,-0.01150893,0.03947565,0.00948471,-0.00825405,0.06088582,-0.00792194,-0.09154297,-0.01034254,0.00812303,-0.01366096,0.0517814,0.03007465,-0.3068313,-0.00027254,-0.0305944,0.02316702,0.00016404,-0.00206707,0.00976234,-0.0034515,-0.02784966,0.02658907,-0.04317531,0.05478361,0.04744528,-0.06155731,0.02559588,0.00896909,0.05540981,-0.06144451,0.09098186,-0.04651687,-0.05787181,0.04868798,0.22353619,-0.03745377,-0.03907344,-0.02128203,-0.01349074,0.04459151,0.09489034,-0.03418412,0.00495244,-0.00045064,0.09355877,0.0009017,0.01260626,0.06779825,-0.03601697,-0.02375986,-0.03170098,-0.0313022,-0.03381079,0.0475231,-0.07993694,0.04207621,0.11583149,-0.04211136,-0.03687475,-0.09820408,-0.00142926,0.01728412,-0.03594899,-0.03780169,-0.03860399,0.02728802,0.04383044,0.02721534,0.02333395,0.05510704,-0.01352073,-0.0110845,0.03909988,-0.00296357,0.04337711,0.07792943,0.01164386],"last_embed":{"hash":"1w0hnqc","tokens":509}}},"text":null,"length":0,"last_read":{"hash":"1w0hnqc","at":1762477262104},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論","lines":[122,177],"size":1402,"outlinks":[],"class_name":"SmartBlock","last_embed":{"hash":"1w0hnqc","at":1762477262104}},
+"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論#ライブ状態更新のエッジケース": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.09999624,-0.03353762,-0.03853625,-0.04766226,0.05223941,0.01500275,-0.06065688,0.01533221,0.07177749,0.00835702,-0.01568979,-0.10448491,0.05388844,0.04324829,0.04537751,0.00327994,0.01318702,-0.02491706,-0.04798203,-0.02703989,0.09045031,-0.03924682,0.02956618,-0.05760683,0.03139832,0.03349165,-0.03572668,-0.04301269,-0.00468264,-0.18720171,-0.01064399,0.03467229,0.05504527,0.01076449,0.02006434,0.03075509,-0.01118171,0.02342852,-0.04379224,0.06277652,0.02726072,-0.0261575,-0.00305814,-0.00068129,0.03866343,-0.0121295,-0.03438545,-0.03808424,0.01781612,-0.01367109,-0.04293782,-0.01490264,-0.03765521,-0.02138172,0.05675362,0.00437499,0.04668039,0.01045618,0.05201257,0.01645978,0.01792089,-0.00675558,-0.23196118,0.0392193,0.04583587,-0.0061468,-0.04865663,-0.03801434,0.05341594,0.03760201,-0.06452303,0.01976642,0.01605569,0.0286222,0.00498829,-0.01740618,-0.01918685,0.00638065,-0.00743914,-0.00710671,-0.06286183,0.06382526,0.00843184,-0.07047078,-0.03649531,-0.02510418,0.04495626,-0.00010384,0.0630547,0.03397811,-0.02296061,-0.01363203,0.04346804,0.07483333,-0.03927983,-0.01887774,0.00130188,0.05138297,-0.00751241,0.09539715,-0.03715441,0.01200894,0.02018073,-0.04033244,0.03360849,-0.0690325,0.0003043,-0.07747585,-0.01855466,0.00576592,0.01871012,-0.00573985,0.00751546,-0.07047758,-0.03093635,0.03171368,0.04752938,0.01102339,-0.01376391,-0.01295761,-0.004204,-0.00303604,0.00202091,-0.003208,0.05737866,-0.03294058,0.0420904,0.0617981,0.05320602,0.0130258,0.02537624,0.02267163,-0.10153477,-0.03826999,-0.00531638,0.01791837,-0.03626356,0.05308991,-0.00748993,0.00116396,-0.01024564,-0.1217756,-0.00276094,-0.08609347,-0.07366636,0.0894125,0.01114715,0.04412827,-0.04148301,-0.04043715,-0.02058453,0.0661622,-0.03428266,-0.03642775,0.03850453,0.00153613,0.05430559,0.10163873,-0.03214099,-0.04215729,-0.01694345,-0.06622825,-0.04150233,0.09880047,0.03558195,-0.04629124,-0.01751453,0.07304071,0.06205528,-0.0248716,0.0496295,-0.01633128,-0.03981801,-0.03639705,0.01519726,0.00369319,0.05538768,0.02675216,-0.02680014,0.00647339,0.01283064,-0.01156394,-0.04870535,0.00847277,0.0474458,-0.08462526,-0.00056617,-0.03550722,0.02264991,0.05306655,-0.08039079,-0.03578715,0.0027176,0.01566763,-0.04516411,-0.03823587,-0.07080846,0.02795511,0.0119845,-0.05920639,0.13561733,0.07686993,-0.00834172,-0.0614676,-0.00344635,-0.01403208,0.01165932,0.01175509,0.00391282,0.0448137,-0.09303693,0.00890913,0.03077046,0.03379674,0.00176415,-0.01804032,-0.0043896,0.01252647,0.08353387,0.06157834,0.03296505,-0.01605171,-0.06096938,-0.20625077,0.00152402,0.08173181,0.0047352,-0.02749325,-0.01381322,0.00365815,-0.03483984,0.05930882,0.03900405,0.04830121,0.05960318,-0.00434251,0.02341586,0.02754537,0.00303358,0.00914342,-0.0472576,0.02638746,0.01339271,0.00751243,-0.00317236,0.02085201,0.03540292,0.05604592,-0.06252512,0.12946449,-0.00812617,-0.02023638,0.02059157,0.04004316,0.00106557,0.01561607,-0.03407338,0.02876565,0.01548234,-0.02652057,-0.00448155,-0.06001288,-0.04578829,0.04884309,0.01386463,-0.02310914,-0.09856036,-0.0855673,-0.05910721,-0.02138929,-0.03656634,-0.04686531,0.04733776,0.04104276,0.01474404,0.12001467,0.03412285,0.0187373,-0.00787687,-0.06838165,0.01629045,0.00301515,-0.0175637,0.02683743,0.01637883,0.00628371,-0.02348447,0.00405452,-0.00529593,-0.01156579,0.01165193,0.04967736,0.02647424,-0.01676172,0.12052538,0.01238774,0.00593758,0.04512125,0.04739336,-0.02505155,-0.11541456,-0.0071975,-0.00146098,0.00379042,0.02202298,0.00429406,0.03672031,-0.00684189,0.03820193,0.01000048,-0.0000139,0.06260951,-0.00523536,-0.08465612,-0.00700486,0.01053578,-0.01143074,0.0515732,0.02318705,-0.30266288,-0.00951636,-0.03619817,0.02362617,-0.00714343,-0.00838728,0.01281465,0.00852538,-0.03124617,0.02953868,-0.04505869,0.05783685,0.04432575,-0.0572318,0.03428951,0.00742358,0.04215541,-0.06113002,0.10311142,-0.05378022,-0.04992496,0.0415322,0.23331256,-0.03384622,-0.04313323,-0.01778653,-0.02122859,0.0531128,0.09071876,-0.04178465,0.00839058,-0.0079381,0.08851206,-0.00103022,0.01027295,0.05986462,-0.02913413,-0.02281444,-0.03004062,-0.04616176,-0.03379452,0.04827872,-0.07029183,0.04555565,0.11712151,-0.05716784,-0.04539413,-0.09337392,-0.0038244,0.02236889,-0.03612886,-0.03271622,-0.02448023,0.01773744,0.05057103,0.03061167,0.0258325,0.05425648,-0.01694325,-0.0084409,0.04326805,-0.00825697,0.0483901,0.07945431,0.00769679],"last_embed":{"hash":"56olm3","tokens":500}}},"text":null,"length":0,"last_read":{"hash":"56olm3","at":1762477262192},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論#ライブ状態更新のエッジケース","lines":[130,177],"size":1363,"outlinks":[],"class_name":"SmartBlock","last_embed":{"hash":"56olm3","at":1762477262192}},
+"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論#ライブ状態更新のエッジケース#{1}": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.09908693,-0.03552201,-0.04067674,-0.05240069,0.05611452,0.00897115,-0.06711205,0.01081623,0.07014641,0.00806925,-0.01588769,-0.10473106,0.05080293,0.04151331,0.04805702,0.00701886,0.01594166,-0.02473739,-0.05214049,-0.02836711,0.0889516,-0.0368615,0.0304701,-0.05755789,0.03258372,0.03256802,-0.041077,-0.04269242,-0.0067891,-0.18487808,-0.01192789,0.02808597,0.05545461,0.01039098,0.0191792,0.02815665,-0.01064088,0.02108957,-0.04405117,0.06200335,0.02857324,-0.02626162,0.00135128,0.00130285,0.03582832,-0.01351378,-0.02687883,-0.04051707,0.02017803,-0.01322416,-0.04739573,-0.01795733,-0.03588431,-0.02084581,0.05973318,0.00341253,0.04562172,0.01241523,0.0513582,0.01824058,0.01851242,-0.0039282,-0.23019126,0.03744011,0.04544004,-0.00557416,-0.04909524,-0.03803346,0.05747442,0.03399042,-0.06326948,0.02221439,0.01852167,0.03255443,0.00324409,-0.01387445,-0.01455169,0.00980313,-0.01013216,-0.00700598,-0.06697959,0.06386433,0.00827789,-0.06633317,-0.03807837,-0.01957448,0.04587773,-0.00194147,0.06512239,0.03428095,-0.02826625,-0.0129126,0.04109211,0.07447217,-0.04054448,-0.0182685,-0.00469497,0.04933725,-0.00423373,0.09537376,-0.03565567,0.01008509,0.01891135,-0.04353439,0.03477129,-0.06322115,-0.0026227,-0.07397101,-0.01967302,0.00342776,0.02299017,-0.00441312,0.0052278,-0.06909148,-0.03357855,0.03415594,0.04722352,0.01158416,-0.01630713,-0.00685102,-0.0016944,-0.00326734,0.00209374,0.00249563,0.05561333,-0.03171016,0.03632733,0.06560589,0.0583284,0.00914724,0.0221488,0.02005847,-0.10244733,-0.03981119,-0.00648629,0.01675537,-0.03839728,0.05102944,-0.00344757,-0.00217615,-0.01132828,-0.12379684,-0.00408891,-0.08456243,-0.07487089,0.08334727,0.01600699,0.04564422,-0.04354743,-0.04128232,-0.01508388,0.06407879,-0.03644487,-0.03388926,0.03801071,-0.00103397,0.0557973,0.10394084,-0.02665522,-0.03905835,-0.01760013,-0.06345342,-0.03793188,0.09783903,0.03371511,-0.04435906,-0.01846577,0.07974876,0.06115736,-0.02546921,0.04673424,-0.01190165,-0.04189276,-0.03671575,0.01350829,0.00246617,0.05135874,0.02587725,-0.02772025,0.00667588,0.0136843,-0.00986943,-0.04703873,0.01301357,0.04865029,-0.07992655,-0.0008836,-0.03492069,0.02495827,0.05493696,-0.07931785,-0.03488925,-0.00074955,0.01525301,-0.04541507,-0.03931385,-0.06857827,0.02699182,0.01099226,-0.05765859,0.13673119,0.08040037,-0.00738701,-0.05897934,-0.00563432,-0.01525438,0.00881531,0.00890112,0.00495773,0.04599927,-0.08813274,0.00780543,0.03235351,0.03564597,0.00017943,-0.0158281,-0.00142,0.01230043,0.08192858,0.06112366,0.03271934,-0.02220999,-0.06481499,-0.20818809,-0.00190003,0.08054457,-0.00037781,-0.02683859,-0.01465659,-0.00081013,-0.03391655,0.05866287,0.03571668,0.05290132,0.05768212,-0.00327793,0.01924741,0.02818686,0.00422238,0.00559734,-0.0466661,0.02352507,0.01864679,0.00728968,-0.00336299,0.02211885,0.03577805,0.05553003,-0.06491007,0.13138618,-0.00470298,-0.01827561,0.01886168,0.03821272,0.00632572,0.018302,-0.03423863,0.02975444,0.01452555,-0.03023721,-0.00907494,-0.056454,-0.04826101,0.05009983,0.01284005,-0.02052956,-0.10015099,-0.08559678,-0.05929561,-0.02290307,-0.03514199,-0.04538001,0.04809142,0.04226164,0.01255502,0.12047229,0.03386651,0.01616336,-0.01059568,-0.070228,0.01660112,0.0064732,-0.01654115,0.02954113,0.01799223,0.00543414,-0.02589188,0.00279064,-0.00539566,-0.01282897,0.01057138,0.05304963,0.02458682,-0.01813169,0.11772645,0.01244568,0.00208194,0.04370009,0.05086737,-0.02613086,-0.11752556,-0.00541301,-0.00248856,0.00599959,0.0202798,0.0035921,0.03466546,-0.00282522,0.04056282,0.00558651,-0.00009502,0.06014558,-0.00616199,-0.08391429,-0.0048827,0.00714193,-0.00977518,0.05101188,0.02100602,-0.30396643,-0.00602423,-0.03389145,0.02588617,-0.00925576,-0.01072941,0.01288686,0.00527917,-0.03114937,0.02446816,-0.04181721,0.05460333,0.04175622,-0.05934265,0.03898936,0.00942919,0.04477262,-0.05909589,0.10655449,-0.057305,-0.05095914,0.04392276,0.23447168,-0.03225492,-0.04268243,-0.01447255,-0.02284703,0.04876515,0.09178858,-0.03895615,0.0084145,-0.00939001,0.09876267,-0.00037331,0.01069991,0.05728318,-0.02699466,-0.02495217,-0.02815048,-0.04740436,-0.03357354,0.05024101,-0.0735796,0.04245801,0.11649447,-0.05081414,-0.04012552,-0.09379889,-0.00433313,0.02243629,-0.03443567,-0.0319309,-0.02272258,0.01765592,0.04822158,0.03316131,0.02459726,0.05730653,-0.01907894,-0.00745167,0.04056525,-0.01030461,0.04619095,0.07869118,0.00788369],"last_embed":{"hash":"1ax7l5o","tokens":500}}},"text":null,"length":0,"last_read":{"hash":"1ax7l5o","at":1762477262242},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論#ライブ状態更新のエッジケース#{1}","lines":[132,177],"size":1343,"outlinks":[],"class_name":"SmartBlock","last_embed":{"hash":"1ax7l5o","at":1762477262242}},
+
+"smart_sources:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md": {"path":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md","embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.04828151,-0.01517538,0.00906407,-0.02771934,0.0346327,0.03131747,-0.07433163,0.05349542,0.04490082,0.01965595,0.01266471,-0.06406876,0.05357479,0.06090457,0.01119192,-0.01839614,0.01343946,-0.05031481,-0.05249674,-0.01529202,0.15580373,-0.03936385,0.03425002,-0.02554833,0.07515801,0.01809142,-0.02068525,-0.01750689,-0.03466494,-0.16523767,-0.03803512,0.01336498,0.07223744,0.01510463,0.04782869,0.00581932,0.01245751,0.04683775,0.00254673,0.0555324,-0.03629488,-0.01094309,0.02718189,-0.00355795,0.04005891,-0.01990458,-0.00852871,-0.06313202,-0.03140478,-0.04536589,-0.10422902,-0.05982641,-0.01230383,0.00961585,0.02790446,0.00789597,0.05847933,-0.01783372,0.00962032,0.05866222,0.02601361,0.02793916,-0.26979953,0.03068163,0.04220859,-0.02868266,-0.09173433,-0.01738752,0.04289103,0.00881162,-0.04722809,0.01127,0.00865429,0.01916429,0.05378183,0.01841501,-0.02490663,-0.06524423,-0.00376066,-0.05247312,-0.02755183,0.05732418,0.00990725,-0.01220547,-0.03824747,-0.00843847,0.01876927,-0.03669746,0.01521502,0.01983664,-0.03068997,-0.01119069,0.00723592,0.04254078,-0.07500538,-0.02017346,0.00737649,0.02642949,-0.00334695,0.10357308,-0.05101009,0.01874861,0.01516039,-0.05401858,0.00590946,-0.03667465,-0.03839323,-0.06115799,0.0197215,0.00779143,-0.02837518,0.00121944,0.02866922,-0.04798699,0.00549502,-0.00813572,0.08344332,-0.01335388,-0.00865675,-0.00063084,0.02530398,0.00918458,0.00240348,-0.01560623,0.01151494,-0.00367678,0.02644916,0.03362491,0.01652312,-0.01465121,0.05391981,0.06000238,-0.05424735,-0.00738959,-0.00509272,0.016466,-0.02713678,-0.02250965,0.00103689,-0.01681723,-0.03387734,-0.1262223,-0.02317294,-0.07803225,-0.0993823,0.13967071,-0.05487924,0.0037463,0.01944356,-0.00859239,-0.02780228,0.07710917,-0.01516016,-0.02220491,0.03305377,-0.046662,0.05833658,0.12733957,-0.04814702,0.00154395,-0.03401837,-0.07626993,-0.03019551,0.12612537,0.01753052,-0.02773548,-0.02056631,0.06055476,0.01855475,-0.07090388,0.01431209,-0.00334048,0.0192597,-0.0163972,0.06738758,0.09683182,0.09598109,0.01006411,-0.03882705,0.03970144,-0.0056285,-0.02739967,-0.04006793,0.04103617,-0.01597453,-0.03552204,0.01427345,-0.02259326,0.03801757,-0.0061365,-0.07310129,0.01698487,0.00697032,0.02971563,-0.05128564,-0.05741592,-0.03495617,-0.02246238,-0.00175471,-0.09074894,0.09930959,0.04973929,-0.04062723,-0.03351645,0.0581498,-0.00161241,0.03940171,-0.02528874,0.02956435,0.03717725,-0.03659784,-0.01004796,0.06004794,0.04462557,0.00403185,0.02965445,0.01801541,-0.00083918,0.04804205,0.10274957,0.02774204,-0.00718372,-0.08810395,-0.20157294,-0.00123127,0.03808947,-0.05720103,-0.01283234,0.01548595,0.0508883,-0.07616311,0.1036773,0.07479197,0.0782224,0.07044954,-0.05976588,-0.00697534,0.00523593,-0.00695681,0.03794569,-0.04291292,-0.02160001,0.05070641,0.0219473,-0.01061888,0.00747226,-0.00539579,0.04408463,0.0056252,0.09495005,0.04071087,-0.04288275,-0.02625296,0.05390524,0.01512447,-0.00758446,-0.09228418,0.05613212,0.00679654,-0.04823154,-0.01277082,-0.01320283,-0.05947952,0.01742423,0.02438481,0.00880528,-0.04446401,-0.04157336,-0.05577935,-0.02345069,-0.00571509,-0.05351062,0.04255898,0.04080776,0.0058984,0.09423952,0.03665904,-0.00573552,-0.0163237,-0.01047603,-0.0047753,0.00098078,0.0038746,0.0290133,0.00651435,-0.01357754,-0.06995568,-0.02247181,-0.00204834,0.00736542,0.02645969,-0.02296801,0.04411576,0.02171151,0.13010088,0.01360519,0.02589878,0.05473169,0.04284343,0.00254366,-0.07819048,-0.00619903,0.00189728,0.03881833,0.00250697,0.08441199,0.05166014,-0.02431281,0.0133683,0.0373925,-0.05107107,0.01429161,-0.01447571,-0.06571983,-0.04141194,-0.01259902,0.00025455,0.03408977,-0.00500045,-0.32317805,0.02471129,-0.04988255,0.01206101,0.02758442,0.01801583,-0.01669815,-0.01008383,-0.03663532,0.03667895,-0.05621309,0.07594997,0.03049136,-0.07207087,0.00564484,0.0160503,0.00793649,-0.01916395,0.0020979,-0.03888035,-0.02610042,0.0267573,0.19182304,-0.03084715,-0.0162387,-0.03340451,-0.01744382,0.04894535,0.0865764,-0.00904047,-0.01427078,-0.01819906,0.09689737,0.0288652,0.00989372,0.0192777,-0.0458016,0.01426494,-0.01774603,-0.04559176,-0.04665128,0.04634793,-0.01519447,0.01683944,0.09266575,0.00675044,-0.05653271,-0.06239571,-0.01588566,0.00085946,-0.0232172,-0.02307927,-0.03829979,0.0326874,0.02379701,0.06903826,0.04876067,0.01747691,-0.02991226,-0.01490318,0.03111873,0.01207038,0.00871143,0.05328949,0.03322826],"last_embed":{"hash":"xb8d58","tokens":494}}},"last_read":{"hash":"xb8d58","at":1762477402440},"class_name":"SmartSource","last_import":{"mtime":1762477390739,"size":15096,"at":1762477402098,"hash":"xb8d58"},"blocks":{"#---frontmatter---":[1,3],"#paper #research":[4,194],"#paper #research#{1}":[6,6],"#paper #research#概要":[7,16],"#paper #research#概要#{1}":[9,16],"#paper #research#背景とモチベーション":[17,42],"#paper #research#背景とモチベーション#{1}":[19,42],"#paper #research#mimium and lambda-mmm":[43,60],"#paper #research#mimium and lambda-mmm#{1}":[45,60],"#paper #research#多段階計算":[61,71],"#paper #research#多段階計算#{1}":[63,67],"#paper #research#多段階計算#シンタックス":[68,71],"#paper #research#コールツリーの解析":[72,84],"#paper #research#コールツリーの解析#{1}":[74,76],"#paper #research#コールツリーの解析#{2}":[77,84],"#paper #research#状態構造ツリー同士の比較":[85,121],"#paper #research#状態構造ツリー同士の比較#{1}":[87,107],"#paper #research#状態構造ツリー同士の比較#サンプルコード":[108,121],"#paper #research#状態構造ツリー同士の比較#サンプルコード#{1}":[110,121],"#paper #research#議論":[122,182],"#paper #research#議論#他の言語とのコンパイル時計算のパラダイム比較":[125,134],"#paper #research#議論#他の言語とのコンパイル時計算のパラダイム比較#{1}":[128,134],"#paper #research#議論#ライブ状態更新のエッジケース":[135,182],"#paper #research#議論#ライブ状態更新のエッジケース#{1}":[137,182],"#paper #research#将来的な展望":[183,194],"#paper #research#将来的な展望#{1}":[186,194]},"outlinks":[{"title":"mimium","target":"mimium","line":9}],"metadata":{"date":"2025-09-25 11:42","tags":["#paper","#research"]},"task_lines":[],"last_embed":{"hash":"xb8d58","at":1762477402100}},"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.05354188,-0.02177466,-0.00505586,-0.0275021,0.03615152,0.03919252,-0.05782552,0.067416,0.05507404,0.01767129,0.01041532,-0.04076018,0.04977874,0.04295916,0.0065334,-0.02371784,0.01530359,-0.02869102,-0.05464692,0.00206289,0.14973164,-0.04905196,0.03936344,-0.01389984,0.06972835,0.01195472,-0.03074746,-0.02179058,-0.03310035,-0.17645885,-0.03417431,0.02219611,0.07181842,0.02818951,0.05934042,0.02987648,0.00924969,0.03468617,0.03014367,0.05507388,-0.04091615,-0.02419675,0.04077019,-0.00180223,0.04694212,-0.02553208,-0.00081747,-0.06248887,-0.02234095,-0.04614341,-0.1114649,-0.05993491,-0.01802923,0.0071547,0.01759886,0.00347685,0.06782611,-0.02207352,0.01244153,0.05748143,0.02192876,0.04383716,-0.26437411,0.03623023,0.04733883,-0.02247286,-0.12627843,-0.01364774,0.02837795,0.01303085,-0.05303698,0.03393153,0.02861955,0.01470203,0.05651632,0.01882892,-0.01910978,-0.05710834,-0.00046978,-0.05181112,-0.03781775,0.06199007,0.01634522,0.0066206,-0.06947864,-0.01063563,0.01178084,-0.04205159,0.02836477,0.005433,-0.01719297,-0.00182841,0.00238202,0.0475394,-0.07558834,-0.04711306,0.01151655,0.03702267,0.01286236,0.11102356,-0.0393917,-0.0156347,0.04367462,-0.04644338,-0.00018889,-0.04664058,-0.04249474,-0.06000964,0.01751423,0.02288696,-0.03370929,-0.00103996,-0.00124269,-0.04024403,0.0099868,-0.02911088,0.04728381,-0.02684187,-0.01672696,-0.01233964,-0.01172568,0.02642265,-0.01810588,-0.00567521,0.01025772,-0.03118741,0.0288219,0.0360685,0.0288573,-0.01007195,0.03331723,0.05124518,-0.03202611,-0.00961384,-0.01808971,0.01495718,-0.02755233,-0.0041529,-0.00116336,-0.01210682,-0.01328837,-0.08677158,-0.020394,-0.07251585,-0.09998239,0.13741699,-0.0438774,0.00138246,0.00470066,0.00074845,-0.01624809,0.0778252,-0.03446157,0.00299266,0.03031592,-0.04149192,0.05617398,0.12705554,-0.04108698,-0.00448154,-0.02975853,-0.06547175,-0.02426923,0.14136134,-0.00275659,-0.0104062,-0.03033876,0.0614654,-0.01160297,-0.07011738,0.01548815,-0.01113715,0.02455598,-0.01767019,0.03783548,0.09228858,0.07623101,0.00099729,-0.03144511,0.0400327,-0.00266141,-0.01660444,-0.05193085,0.03107616,-0.00054152,-0.02942438,0.01009473,-0.02252697,0.03426392,-0.01238979,-0.07995211,0.02363212,0.00749978,0.02127157,-0.06983128,-0.04451448,-0.03593165,-0.04710124,-0.00936721,-0.09945974,0.09661286,0.07328804,-0.04421343,-0.02132996,0.05415925,0.01448883,0.04020726,-0.0151589,0.02967431,0.03437383,-0.05216888,-0.01361052,0.05137109,0.03429559,0.00455257,0.03296439,0.0249652,-0.00977541,0.06343366,0.12133196,0.04674971,-0.02823709,-0.09900068,-0.1988939,-0.01535169,0.03005317,-0.05607597,-0.00046739,0.01270407,0.05374094,-0.06128112,0.08616424,0.06858954,0.07569015,0.06777313,-0.08067008,-0.00165531,0.01790618,-0.00833285,0.02632583,-0.04802199,-0.02103015,0.04486706,0.02765045,-0.01024078,0.00550535,0.01326342,0.06123866,0.00381625,0.10308,0.02059405,-0.02955371,-0.01509472,0.03879954,0.01520865,-0.00496323,-0.08600929,0.05516243,0.01685959,-0.04730603,-0.0081887,-0.0140707,-0.06112113,0.02091909,0.02429744,0.00460293,-0.03713095,-0.03483037,-0.05138888,-0.02508143,-0.0100447,-0.05693567,0.04016026,0.02898032,0.01610178,0.07897295,0.02154474,-0.0089988,-0.00431782,-0.004264,0.0086452,-0.01558906,-0.00322851,0.03141198,-0.00538816,0.02517551,-0.08072817,-0.00906073,0.01529037,0.00456499,0.03548031,-0.0165066,0.04913917,0.03360604,0.13560133,0.02475648,0.03518252,0.04628654,0.05207947,0.02336905,-0.0805461,-0.00608507,-0.00455782,0.03542241,0.01161534,0.07758074,0.02164138,-0.03915941,0.01791138,0.03628374,-0.06212179,0.00471371,-0.02205585,-0.07605378,-0.02700467,-0.00965556,0.01478497,0.03616933,-0.02173314,-0.31408787,0.01320587,-0.06020645,0.02280631,0.0144715,0.01923177,-0.00909412,0.00488182,-0.02187219,0.02007146,-0.05647348,0.06714603,0.03446275,-0.07274125,-0.01188619,0.0223417,0.00101498,-0.02304317,0.01775351,-0.03484576,-0.02921915,0.02182986,0.19863211,-0.05136061,-0.01731571,-0.05304755,0.00116736,0.05149319,0.06901332,-0.02013702,0.01336484,-0.02126021,0.08746763,0.02582339,0.02786303,0.02119366,-0.04544537,0.01893255,-0.00950124,-0.06484839,-0.03459021,0.04667801,-0.03321544,-0.00745196,0.0752278,0.01218119,-0.04467536,-0.06135945,-0.01744527,0.00370188,-0.02641004,-0.02210136,-0.05638576,0.02498833,0.04689529,0.05880921,0.03355547,0.00714254,-0.0232553,-0.00535812,0.03490634,0.01512668,0.02365635,0.07555818,0.03461682],"last_embed":{"hash":"fxlioc","tokens":485}}},"text":null,"length":0,"last_read":{"hash":"fxlioc","at":1762477402253},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research","lines":[4,194],"size":6333,"outlinks":[{"title":"mimium","target":"mimium","line":6}],"class_name":"SmartBlock","last_embed":{"hash":"fxlioc","at":1762477402253}},
+"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.08306888,-0.03084257,-0.00420162,-0.04021383,0.05563259,0.00546122,-0.09768166,0.03055762,0.03281675,0.00352983,-0.00144413,-0.0898058,0.06136997,0.02706622,0.03619557,-0.0156346,0.03104405,0.00703953,-0.07263249,-0.01533348,0.11618848,-0.07009185,0.03170311,-0.01780761,0.04421199,0.01765043,0.00084431,-0.03015849,-0.00801442,-0.17331563,-0.01468264,0.02239134,0.06230814,0.02684726,0.01832392,0.04546945,-0.01584991,0.06289183,-0.04093063,0.05104956,0.0200871,-0.02026639,-0.00647162,0.01695579,0.02683895,-0.04760917,-0.01769701,-0.06837827,-0.01501596,-0.03394653,-0.11461966,-0.02021557,-0.03243634,0.01685338,0.02230109,0.00650341,0.04967177,-0.01251821,0.03437608,0.03631595,0.01060639,0.03360112,-0.25565711,0.03440807,0.05882998,-0.01393618,-0.07606294,-0.05691044,0.02563706,0.04994702,-0.06794757,-0.00140231,0.05647301,0.04396381,0.02955192,0.02115355,-0.03706804,-0.07214024,-0.02351305,-0.02995892,-0.04873699,0.06594527,-0.00589031,-0.03673383,-0.02696431,-0.02728364,0.05970613,-0.02041126,0.03323898,0.03318236,-0.04156356,-0.02816032,0.0149391,0.02360589,-0.06289807,-0.04169105,0.00501389,0.05800467,0.0208639,0.09808458,-0.02618299,-0.01231239,0.03811185,-0.04455543,0.05720869,-0.03713174,-0.00740779,-0.0467783,0.02009404,0.02242531,0.02411124,-0.00948106,-0.01610768,-0.05566248,-0.01280378,0.00561463,0.07437385,-0.00536905,-0.01229107,-0.0178396,0.02013265,0.00174658,0.00326724,-0.00561627,0.06021816,-0.0083904,0.05213552,0.06034078,0.0498637,-0.00430507,0.0415002,0.04290609,-0.08543684,-0.03856387,-0.01018737,0.03186269,-0.02907448,0.01539923,0.00558793,-0.02337055,-0.00629244,-0.10758376,0.00052991,-0.09793846,-0.06802064,0.12093645,-0.01051908,-0.00012584,-0.00243586,0.01144782,0.02531307,0.07201902,-0.03883631,-0.02951275,0.01648549,-0.05119029,0.05455851,0.14454667,-0.02765927,-0.03334585,-0.00468999,-0.06060662,-0.07638682,0.1449016,0.0348746,-0.02062084,-0.00250457,0.09060838,0.02361331,-0.01113449,0.02897074,0.00273391,-0.01590592,-0.03461303,0.03576989,0.01959396,0.04380917,0.01386166,-0.04714123,0.02986955,-0.00851083,-0.00660799,-0.0412805,0.02589387,0.03087747,-0.05255247,-0.00427222,-0.04450539,0.0365294,0.0298253,-0.06669948,0.01460568,0.01371303,0.01422393,-0.03015101,-0.03508331,-0.02307069,-0.0236842,-0.05063794,-0.04085489,0.11643603,0.0779411,-0.03346336,-0.05708099,0.06183521,-0.01798258,0.03589568,0.00304438,0.02388364,0.02759882,-0.08122557,-0.02156355,0.03810367,0.05001631,-0.03201193,0.019025,-0.0275169,0.00968826,0.07550974,0.07929343,0.01821309,-0.02863126,-0.10919069,-0.20574072,0.01181072,0.03786397,-0.05111384,-0.03769444,-0.00987498,0.03829463,-0.07723937,0.05706871,-0.00969077,0.08109462,0.038303,-0.02270406,-0.01647317,-0.00923587,0.00464365,0.02545929,-0.04143391,-0.00654342,0.04670954,0.01423854,-0.0133303,0.00306942,-0.01218519,0.00603478,-0.03756943,0.12935595,0.04150699,-0.03315405,-0.00705095,0.05620458,0.00996377,0.01710157,-0.05866662,0.02379511,0.01925109,-0.02499587,-0.0257684,-0.0035087,-0.00461746,0.0389735,0.03032093,-0.02810458,-0.05560232,-0.04740095,-0.03476425,-0.0131171,-0.01043087,-0.04292167,0.01553565,0.02396237,0.02820583,0.09709121,0.01678863,0.00501895,-0.00253233,-0.0329189,-0.03059336,-0.00658604,0.01146667,0.04960878,0.03404808,-0.00027936,-0.04840025,-0.01183516,-0.00149626,-0.02153034,0.01671239,0.04023605,0.00995419,0.00952365,0.12098797,0.01348376,0.01985775,0.07695622,0.05205647,0.04136361,-0.08857299,-0.03975441,0.00326865,0.02026895,-0.02138389,0.04779068,0.04187407,-0.01180268,0.02392917,0.02153503,-0.04785132,0.02548585,-0.02917953,-0.10698525,-0.02623216,0.00075704,-0.00901084,0.03449579,0.05385172,-0.30985576,0.02863919,-0.04148917,0.02364864,-0.00677327,0.00556192,-0.00766451,-0.04069851,-0.02391739,0.00678398,-0.01274068,0.0853127,0.02677543,-0.04956557,0.0048567,0.03668039,0.05994625,-0.00797022,0.03785198,-0.03288737,-0.0661301,0.02596141,0.21402769,-0.05097688,-0.03922711,-0.04514491,-0.00009503,0.05710733,0.05078173,0.02864638,0.0002604,0.00241999,0.10071448,0.00779977,-0.0217597,0.04020549,-0.05207924,-0.01825064,0.00070942,-0.02996456,-0.05262918,0.04666086,-0.03901848,0.03436796,0.1047659,-0.01224515,-0.02436308,-0.0761625,0.01066897,0.0095092,-0.03954529,-0.02610957,-0.05003183,0.03673781,0.00893636,0.05804782,0.04459638,0.0379312,-0.03079467,-0.03794071,0.03644101,0.0007814,0.02221046,0.0471857,0.02848759],"last_embed":{"hash":"oxy8m6","tokens":478}}},"text":null,"length":0,"last_read":{"hash":"oxy8m6","at":1762477402337},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論","lines":[122,182],"size":1635,"outlinks":[],"class_name":"SmartBlock","last_embed":{"hash":"oxy8m6","at":1762477402337}},
+"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論#他の言語とのコンパイル時計算のパラダイム比較": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.04913225,-0.00749077,0.0147188,-0.0193866,0.05257739,0.01098267,-0.08475157,0.06387294,0.00006726,0.00418118,0.00595769,-0.04911974,0.03988532,0.02512157,0.01537136,-0.03505858,0.02731393,0.01688915,-0.05393825,-0.02260244,0.138933,-0.0492046,0.02273013,-0.00417096,0.04968156,0.01477639,0.0234283,-0.01342426,-0.00610564,-0.17650725,-0.01316775,0.00870173,0.06925198,0.01362622,0.02162193,0.06819865,-0.01785367,0.06412219,-0.01570941,0.05516702,-0.00010647,0.00098852,-0.01044803,0.00850791,0.01190807,-0.04183966,-0.00791121,-0.0352822,-0.00139333,-0.04966863,-0.14871009,-0.04365334,-0.00704868,0.02070241,-0.01413101,0.02976429,0.06399259,-0.02822861,0.02395046,0.05671363,0.01779162,0.04859795,-0.25426263,0.03817434,0.03314395,-0.00596437,-0.08349008,-0.05114894,-0.02359483,0.05189649,-0.06609676,-0.01214987,0.06198165,0.03831304,0.0487784,0.03452818,-0.04816055,-0.09212773,-0.0317844,-0.02498005,-0.02401346,0.04908914,0.00104125,0.00134059,-0.02951339,-0.01336426,0.04765429,-0.01144474,0.02118244,0.0163802,-0.03244433,-0.03395696,0.00481502,0.03530525,-0.08720858,-0.0350867,-0.00360163,0.02555832,0.02800078,0.11213059,-0.02750816,-0.01090946,0.02240154,-0.03980987,0.04134164,-0.01630772,-0.00385493,-0.03773732,0.01207531,0.02533224,0.01807561,-0.00392669,0.00653937,-0.05704198,-0.00383646,-0.05746728,0.06307776,-0.01707357,-0.01315414,-0.02616961,0.03303137,-0.00291437,0.02171216,0.00652908,0.07080805,0.00781574,0.06735867,0.05338847,0.03687033,0.021353,0.03612209,0.03702788,-0.05148975,-0.0397746,-0.02924749,0.03353833,-0.01754476,-0.00955319,0.01248865,-0.01252485,-0.01772275,-0.10000131,-0.01886831,-0.07806019,-0.07448362,0.15003689,-0.03906352,0.00302964,0.01852014,0.01503784,-0.00067304,0.07476892,-0.01642522,-0.01173443,0.00782387,-0.07677583,0.04943493,0.12456259,-0.05235286,-0.02067195,-0.02244898,-0.06775291,-0.05287956,0.17801684,0.03492531,0.00268715,-0.01466388,0.06386226,0.0033211,-0.01131128,0.02796967,0.00101278,-0.02289045,-0.00631912,0.05199685,0.03263148,0.06173602,-0.01767287,-0.05055926,0.02716047,-0.00778347,0.00142567,-0.03926012,0.03897635,-0.00841337,-0.04802178,0.00324182,-0.02644879,0.0247243,0.0241688,-0.07903053,0.03579026,0.01853117,0.01959001,-0.06006799,-0.02259832,-0.01348446,-0.04686926,-0.06241249,-0.046821,0.0995618,0.08732061,-0.05683922,-0.03195835,0.07172789,-0.01149944,0.02806594,0.0082919,0.01576652,0.00684503,-0.04920703,-0.0044826,0.07250299,0.04976723,-0.02988845,0.03558796,-0.02473711,-0.00576055,0.03361614,0.08354156,0.01337302,-0.03863701,-0.10143162,-0.22112304,0.01647054,0.01887929,-0.06315945,-0.03174582,0.00751746,0.06825593,-0.06261493,0.08117478,0.02797007,0.07805738,0.02471362,-0.03316453,-0.01315699,-0.0340063,0.00721043,0.03276534,-0.05014493,-0.02208657,0.03215912,-0.0037748,-0.01098643,-0.00703183,-0.03818812,0.00660727,0.001457,0.1361412,0.06923142,-0.02276983,-0.0264226,0.05574778,0.01950837,-0.00412653,-0.07639083,0.03397139,0.00885975,-0.02788041,-0.02668666,0.00401489,-0.03433363,0.0069509,0.04684106,-0.02707827,-0.03879023,-0.0250335,-0.0264315,-0.01400025,0.0352773,-0.02637447,0.02051806,0.00565722,0.04614914,0.07503136,0.01762826,0.00530827,-0.0162865,-0.03873218,-0.0173775,-0.02783282,0.03618458,0.05916091,0.04807323,0.00498053,-0.05526087,-0.00314579,0.00770257,-0.04397004,0.01463096,0.03868457,0.0232133,0.00641345,0.09774515,0.02954143,0.05042069,0.06369504,0.04512495,0.05120841,-0.07965671,-0.02839509,-0.00249926,0.03540275,-0.05000072,0.04913439,0.02161627,-0.00681581,0.02309138,0.02777037,-0.04622407,0.0231623,-0.0325021,-0.09021291,-0.01649465,-0.00724253,-0.0197457,0.01723774,0.0290719,-0.31878051,0.04022048,-0.0418187,0.02031737,0.00862028,0.02754918,-0.02976204,-0.06340511,-0.04231434,-0.00237286,-0.02057492,0.08837029,0.01992716,-0.02299372,-0.02519409,0.02879229,0.03877462,0.01359661,0.00719797,-0.03306372,-0.03049735,0.02808137,0.19951743,-0.02807355,-0.01893958,-0.05964953,0.0169593,0.0407687,0.0326747,0.03148929,-0.01304747,0.00721763,0.09950951,0.01554832,-0.0214787,0.04957527,-0.04866326,-0.01553739,0.02062198,-0.0140848,-0.07750046,0.03959784,-0.02263383,0.03504663,0.08736158,0.00826652,-0.03777587,-0.06606557,-0.00758481,0.00077146,-0.04242271,-0.02388235,-0.05064854,0.03618245,-0.0176011,0.06396264,0.01772435,-0.00821357,-0.04829565,-0.04288461,0.03915244,0.00859221,0.01527023,0.0318156,0.01584763],"last_embed":{"hash":"ha4535","tokens":199}}},"text":null,"length":0,"last_read":{"hash":"ha4535","at":1762477402411},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論#他の言語とのコンパイル時計算のパラダイム比較","lines":[125,134],"size":263,"outlinks":[],"class_name":"SmartBlock","last_embed":{"hash":"ha4535","at":1762477402411}},
+"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論#他の言語とのコンパイル時計算のパラダイム比較#{1}": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.04549253,-0.00455701,0.01770172,-0.0157332,0.04932752,0.00940792,-0.09138031,0.06736262,-0.00435573,0.00471486,0.00423432,-0.04500472,0.03657047,0.02772861,0.01473546,-0.03691714,0.03310948,0.01971928,-0.05299596,-0.02384682,0.13916177,-0.04842065,0.02480835,-0.00704594,0.04892004,0.01635776,0.02388656,-0.01527231,-0.00708372,-0.17707439,-0.0131902,0.00234782,0.06791635,0.00860119,0.02081914,0.06729146,-0.02004019,0.06376835,-0.01802844,0.05316991,-0.00124617,0.00414661,-0.01245976,0.00673521,0.01185479,-0.04368621,-0.00721724,-0.03780042,0.00236735,-0.05036343,-0.15130506,-0.04438962,-0.00536305,0.02076915,-0.01372794,0.02829073,0.06401747,-0.02795055,0.02442054,0.05680392,0.01435605,0.05070525,-0.25396419,0.03729256,0.03181588,-0.00294918,-0.08179024,-0.05329102,-0.02948532,0.0492688,-0.06665758,-0.01455018,0.06674176,0.03967871,0.0465805,0.0307065,-0.04763494,-0.09514261,-0.0325913,-0.02090032,-0.02018539,0.04653273,-0.00168162,-0.00259204,-0.0253585,-0.01203736,0.04974124,-0.01727284,0.02148853,0.01780723,-0.03291097,-0.03937627,0.00351584,0.03399287,-0.08662049,-0.03314256,-0.00237412,0.02728873,0.03089407,0.1101326,-0.02111095,-0.00799608,0.02209116,-0.03782343,0.04054768,-0.01320632,0.00225403,-0.03617414,0.01183196,0.02317939,0.02196897,-0.00931455,0.00408711,-0.05613113,-0.000793,-0.05823806,0.06150755,-0.02049322,-0.01400853,-0.02475206,0.03407523,-0.00666447,0.0203018,0.00478782,0.07348,0.00802586,0.0694574,0.05402093,0.03621661,0.02025919,0.03808664,0.03642852,-0.05251505,-0.04114556,-0.02753846,0.03541038,-0.01949428,-0.00763504,0.01811701,-0.01365852,-0.01541207,-0.1003126,-0.02360151,-0.07711236,-0.0755525,0.14556967,-0.03967549,0.00315095,0.01972983,0.0233654,0.00324513,0.07283158,-0.0134172,-0.01110159,0.00943402,-0.0762544,0.05111932,0.1261294,-0.05366753,-0.02113831,-0.02026614,-0.06939644,-0.05353058,0.17714973,0.03795956,0.01082367,-0.01200802,0.05645366,0.00429548,-0.00573788,0.02907968,-0.00395453,-0.02313738,-0.00175672,0.04907503,0.03037151,0.05746765,-0.01588955,-0.05220236,0.02366245,-0.00893551,0.00344372,-0.04094324,0.03701584,-0.00781701,-0.04501745,0.00543916,-0.02789432,0.02371292,0.02969391,-0.07423186,0.04039446,0.01885902,0.01419699,-0.05856672,-0.0214715,-0.00938084,-0.04782641,-0.06950163,-0.04494222,0.09709478,0.08706158,-0.0570618,-0.03255887,0.07640973,-0.01643417,0.02409402,0.00606802,0.01687826,0.00635266,-0.04844957,-0.00689094,0.07028075,0.05101657,-0.0316379,0.03704376,-0.03010835,-0.00693053,0.03129058,0.08158749,0.01560935,-0.0413086,-0.10597775,-0.22320099,0.02562648,0.01384685,-0.06879187,-0.026621,0.0068094,0.06789161,-0.06616513,0.07871097,0.02502937,0.07501423,0.0201425,-0.02548482,-0.01024569,-0.03848466,0.00598831,0.03161479,-0.04902715,-0.02380229,0.03380631,-0.00242727,-0.01251384,-0.00929683,-0.03949488,0.00584509,-0.00273576,0.13623017,0.07072789,-0.02193547,-0.02698813,0.05669853,0.02384139,-0.00366594,-0.07549884,0.03037582,0.01469642,-0.0245497,-0.03322134,0.00351699,-0.03283658,0.00844083,0.05166893,-0.02856619,-0.03592424,-0.02673019,-0.0244923,-0.01312654,0.04056367,-0.0274404,0.02428165,0.00489799,0.04750942,0.06909124,0.01578941,0.00450168,-0.01731389,-0.04420875,-0.01584783,-0.02801255,0.03460462,0.05903833,0.05038834,0.00449717,-0.05420914,-0.00601844,0.00963092,-0.0463687,0.01706107,0.04385409,0.02132423,0.0058208,0.09124184,0.03060996,0.05009872,0.06529991,0.04515281,0.0530233,-0.07537531,-0.02789345,-0.00318069,0.03527262,-0.04954544,0.04623645,0.02100311,-0.00600387,0.01947904,0.02936693,-0.04599163,0.02417802,-0.02952449,-0.08940811,-0.0152729,-0.00665915,-0.01433895,0.01226639,0.03071141,-0.31710395,0.03810157,-0.0415808,0.02404587,0.00901343,0.02568997,-0.03339611,-0.063206,-0.03861523,-0.00591846,-0.01665604,0.08930749,0.01910797,-0.02034573,-0.02200316,0.02792701,0.04148012,0.01402654,0.0078988,-0.03162337,-0.03053128,0.02747945,0.1995406,-0.02771811,-0.0208228,-0.06325907,0.01780667,0.04115424,0.02835063,0.03300203,-0.01195853,0.00742169,0.10248304,0.01798004,-0.01854036,0.05548645,-0.05141721,-0.01437507,0.02188945,-0.01550248,-0.07841439,0.03972536,-0.02600441,0.03713971,0.08696932,0.00764176,-0.03739865,-0.06264115,-0.0058263,-0.00075176,-0.04144118,-0.02068177,-0.04506257,0.03679572,-0.01911174,0.06038381,0.01809624,-0.00694398,-0.04841679,-0.04225734,0.0354871,0.0089568,0.00921645,0.0277468,0.01908246],"last_embed":{"hash":"dy14zl","tokens":197}}},"text":null,"length":0,"last_read":{"hash":"dy14zl","at":1762477402440},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論#他の言語とのコンパイル時計算のパラダイム比較#{1}","lines":[128,134],"size":234,"outlinks":[],"class_name":"SmartBlock","last_embed":{"hash":"dy14zl","at":1762477402440}},
+
+"smart_sources:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md": {"path":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md","embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.04828151,-0.01517538,0.00906407,-0.02771934,0.0346327,0.03131747,-0.07433163,0.05349542,0.04490082,0.01965595,0.01266471,-0.06406876,0.05357479,0.06090457,0.01119192,-0.01839614,0.01343946,-0.05031481,-0.05249674,-0.01529202,0.15580373,-0.03936385,0.03425002,-0.02554833,0.07515801,0.01809142,-0.02068525,-0.01750689,-0.03466494,-0.16523767,-0.03803512,0.01336498,0.07223744,0.01510463,0.04782869,0.00581932,0.01245751,0.04683775,0.00254673,0.0555324,-0.03629488,-0.01094309,0.02718189,-0.00355795,0.04005891,-0.01990458,-0.00852871,-0.06313202,-0.03140478,-0.04536589,-0.10422902,-0.05982641,-0.01230383,0.00961585,0.02790446,0.00789597,0.05847933,-0.01783372,0.00962032,0.05866222,0.02601361,0.02793916,-0.26979953,0.03068163,0.04220859,-0.02868266,-0.09173433,-0.01738752,0.04289103,0.00881162,-0.04722809,0.01127,0.00865429,0.01916429,0.05378183,0.01841501,-0.02490663,-0.06524423,-0.00376066,-0.05247312,-0.02755183,0.05732418,0.00990725,-0.01220547,-0.03824747,-0.00843847,0.01876927,-0.03669746,0.01521502,0.01983664,-0.03068997,-0.01119069,0.00723592,0.04254078,-0.07500538,-0.02017346,0.00737649,0.02642949,-0.00334695,0.10357308,-0.05101009,0.01874861,0.01516039,-0.05401858,0.00590946,-0.03667465,-0.03839323,-0.06115799,0.0197215,0.00779143,-0.02837518,0.00121944,0.02866922,-0.04798699,0.00549502,-0.00813572,0.08344332,-0.01335388,-0.00865675,-0.00063084,0.02530398,0.00918458,0.00240348,-0.01560623,0.01151494,-0.00367678,0.02644916,0.03362491,0.01652312,-0.01465121,0.05391981,0.06000238,-0.05424735,-0.00738959,-0.00509272,0.016466,-0.02713678,-0.02250965,0.00103689,-0.01681723,-0.03387734,-0.1262223,-0.02317294,-0.07803225,-0.0993823,0.13967071,-0.05487924,0.0037463,0.01944356,-0.00859239,-0.02780228,0.07710917,-0.01516016,-0.02220491,0.03305377,-0.046662,0.05833658,0.12733957,-0.04814702,0.00154395,-0.03401837,-0.07626993,-0.03019551,0.12612537,0.01753052,-0.02773548,-0.02056631,0.06055476,0.01855475,-0.07090388,0.01431209,-0.00334048,0.0192597,-0.0163972,0.06738758,0.09683182,0.09598109,0.01006411,-0.03882705,0.03970144,-0.0056285,-0.02739967,-0.04006793,0.04103617,-0.01597453,-0.03552204,0.01427345,-0.02259326,0.03801757,-0.0061365,-0.07310129,0.01698487,0.00697032,0.02971563,-0.05128564,-0.05741592,-0.03495617,-0.02246238,-0.00175471,-0.09074894,0.09930959,0.04973929,-0.04062723,-0.03351645,0.0581498,-0.00161241,0.03940171,-0.02528874,0.02956435,0.03717725,-0.03659784,-0.01004796,0.06004794,0.04462557,0.00403185,0.02965445,0.01801541,-0.00083918,0.04804205,0.10274957,0.02774204,-0.00718372,-0.08810395,-0.20157294,-0.00123127,0.03808947,-0.05720103,-0.01283234,0.01548595,0.0508883,-0.07616311,0.1036773,0.07479197,0.0782224,0.07044954,-0.05976588,-0.00697534,0.00523593,-0.00695681,0.03794569,-0.04291292,-0.02160001,0.05070641,0.0219473,-0.01061888,0.00747226,-0.00539579,0.04408463,0.0056252,0.09495005,0.04071087,-0.04288275,-0.02625296,0.05390524,0.01512447,-0.00758446,-0.09228418,0.05613212,0.00679654,-0.04823154,-0.01277082,-0.01320283,-0.05947952,0.01742423,0.02438481,0.00880528,-0.04446401,-0.04157336,-0.05577935,-0.02345069,-0.00571509,-0.05351062,0.04255898,0.04080776,0.0058984,0.09423952,0.03665904,-0.00573552,-0.0163237,-0.01047603,-0.0047753,0.00098078,0.0038746,0.0290133,0.00651435,-0.01357754,-0.06995568,-0.02247181,-0.00204834,0.00736542,0.02645969,-0.02296801,0.04411576,0.02171151,0.13010088,0.01360519,0.02589878,0.05473169,0.04284343,0.00254366,-0.07819048,-0.00619903,0.00189728,0.03881833,0.00250697,0.08441199,0.05166014,-0.02431281,0.0133683,0.0373925,-0.05107107,0.01429161,-0.01447571,-0.06571983,-0.04141194,-0.01259902,0.00025455,0.03408977,-0.00500045,-0.32317805,0.02471129,-0.04988255,0.01206101,0.02758442,0.01801583,-0.01669815,-0.01008383,-0.03663532,0.03667895,-0.05621309,0.07594997,0.03049136,-0.07207087,0.00564484,0.0160503,0.00793649,-0.01916395,0.0020979,-0.03888035,-0.02610042,0.0267573,0.19182304,-0.03084715,-0.0162387,-0.03340451,-0.01744382,0.04894535,0.0865764,-0.00904047,-0.01427078,-0.01819906,0.09689737,0.0288652,0.00989372,0.0192777,-0.0458016,0.01426494,-0.01774603,-0.04559176,-0.04665128,0.04634793,-0.01519447,0.01683944,0.09266575,0.00675044,-0.05653271,-0.06239571,-0.01588566,0.00085946,-0.0232172,-0.02307927,-0.03829979,0.0326874,0.02379701,0.06903826,0.04876067,0.01747691,-0.02991226,-0.01490318,0.03111873,0.01207038,0.00871143,0.05328949,0.03322826],"last_embed":{"hash":"j77zat","tokens":494}}},"last_read":{"hash":"j77zat","at":1762477461174},"class_name":"SmartSource","last_import":{"mtime":1762477449409,"size":15178,"at":1762477460895,"hash":"j77zat"},"blocks":{"#---frontmatter---":[1,3],"#paper #research":[4,195],"#paper #research#{1}":[6,6],"#paper #research#概要":[7,16],"#paper #research#概要#{1}":[9,16],"#paper #research#背景とモチベーション":[17,42],"#paper #research#背景とモチベーション#{1}":[19,42],"#paper #research#mimium and lambda-mmm":[43,60],"#paper #research#mimium and lambda-mmm#{1}":[45,60],"#paper #research#多段階計算":[61,71],"#paper #research#多段階計算#{1}":[63,67],"#paper #research#多段階計算#シンタックス":[68,71],"#paper #research#コールツリーの解析":[72,84],"#paper #research#コールツリーの解析#{1}":[74,76],"#paper #research#コールツリーの解析#{2}":[77,84],"#paper #research#状態構造ツリー同士の比較":[85,121],"#paper #research#状態構造ツリー同士の比較#{1}":[87,107],"#paper #research#状態構造ツリー同士の比較#サンプルコード":[108,121],"#paper #research#状態構造ツリー同士の比較#サンプルコード#{1}":[110,121],"#paper #research#議論":[122,183],"#paper #research#議論#他の言語とのコンパイル時計算のパラダイム比較":[125,135],"#paper #research#議論#他の言語とのコンパイル時計算のパラダイム比較#{1}":[127,135],"#paper #research#議論#ライブ状態更新のエッジケース":[136,183],"#paper #research#議論#ライブ状態更新のエッジケース#{1}":[138,183],"#paper #research#将来的な展望":[184,195],"#paper #research#将来的な展望#{1}":[187,195]},"outlinks":[{"title":"mimium","target":"mimium","line":9}],"metadata":{"date":"2025-09-25 11:42","tags":["#paper","#research"]},"task_lines":[],"last_embed":{"hash":"j77zat","at":1762477460897}},"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.05296893,-0.02146479,-0.00507284,-0.02783334,0.0367724,0.03951175,-0.05800209,0.06730425,0.05453745,0.01760128,0.01053529,-0.04001935,0.04967714,0.04285305,0.00663258,-0.02391437,0.01540458,-0.02848141,-0.05516861,0.00229623,0.15004303,-0.04912269,0.03906731,-0.01413771,0.06947301,0.01228215,-0.03094157,-0.02202175,-0.0335088,-0.17627087,-0.0335993,0.02208581,0.0712224,0.02828601,0.05937715,0.03032983,0.00935064,0.03460936,0.03032159,0.05470945,-0.04085134,-0.02437125,0.0411751,-0.00187097,0.04674726,-0.02492038,-0.00077523,-0.06218071,-0.02207874,-0.04653814,-0.11140221,-0.06038231,-0.01786599,0.00703065,0.01763593,0.00317018,0.06770898,-0.02224983,0.01270693,0.05789594,0.0221303,0.04357887,-0.26478308,0.03606831,0.04724284,-0.02248123,-0.12634854,-0.01401466,0.02786552,0.0132246,-0.05322841,0.03391805,0.02858765,0.01532768,0.05682991,0.01881493,-0.01868952,-0.05749217,-0.00019647,-0.05123086,-0.03803096,0.0616091,0.01613301,0.00677051,-0.0695968,-0.01079842,0.01149971,-0.04163273,0.02850975,0.00510567,-0.01709189,-0.0018749,0.00201637,0.04771758,-0.07562919,-0.04746709,0.01130525,0.03772173,0.01306072,0.11074438,-0.0384387,-0.01543753,0.04348559,-0.04559025,0.00014875,-0.04711317,-0.04243048,-0.06009227,0.01753852,0.0233151,-0.0333172,-0.00130269,-0.00169366,-0.03954897,0.01015253,-0.0296888,0.0467352,-0.02653215,-0.01646846,-0.01265931,-0.01184243,0.02617324,-0.01825588,-0.00546548,0.00991581,-0.03134285,0.02890749,0.03642482,0.02829115,-0.01024011,0.03360682,0.05058469,-0.03176103,-0.01012848,-0.01796597,0.0149343,-0.02739141,-0.0041196,-0.00165242,-0.01225013,-0.01310436,-0.08687219,-0.02072889,-0.07213488,-0.09998731,0.13740711,-0.04353842,0.00131692,0.00452236,0.00075141,-0.01583794,0.07744902,-0.03459034,0.00335389,0.0303292,-0.04156101,0.0564683,0.12689909,-0.04106544,-0.00455408,-0.02949878,-0.06556482,-0.02425968,0.14127301,-0.00312685,-0.01016936,-0.0301516,0.06151485,-0.0119158,-0.0700677,0.01556523,-0.01171641,0.02499706,-0.01737009,0.03733876,0.09257951,0.07602561,0.00096879,-0.03108337,0.03963643,-0.00303757,-0.0162573,-0.05213551,0.03111449,-0.00030397,-0.02904305,0.01104957,-0.02263893,0.03437361,-0.01214394,-0.07957735,0.0241881,0.00745649,0.02134012,-0.06931899,-0.04438591,-0.0360871,-0.04669888,-0.00928935,-0.09944375,0.09558819,0.07316172,-0.04416732,-0.02121956,0.05467594,0.01453425,0.03963794,-0.01481524,0.0299045,0.0337755,-0.05276984,-0.01312923,0.05144168,0.03434991,0.00424433,0.03353729,0.02478038,-0.0103503,0.06350903,0.12142497,0.04609888,-0.02862678,-0.09909212,-0.19959642,-0.0152889,0.03030252,-0.05585106,-0.00042573,0.01270385,0.05363827,-0.06105392,0.08616501,0.0689076,0.0755594,0.06803542,-0.08127258,-0.00196052,0.01778505,-0.00855106,0.02636366,-0.04826339,-0.02132812,0.04484661,0.02772379,-0.01031354,0.00498526,0.01360848,0.06153251,0.00388044,0.10376904,0.02104707,-0.02922091,-0.01597005,0.03852085,0.0152815,-0.00415395,-0.08629038,0.05536988,0.01662824,-0.04711348,-0.00844512,-0.01414052,-0.06093618,0.02041107,0.02405599,0.00446052,-0.03731507,-0.03473537,-0.05111348,-0.02435854,-0.00979381,-0.05664934,0.0402019,0.02916099,0.01566632,0.07911416,0.02152333,-0.0092149,-0.00450192,-0.00415633,0.00908845,-0.01642885,-0.00330055,0.03130762,-0.00518314,0.02537192,-0.08078715,-0.00915571,0.0152446,0.00439673,0.03497304,-0.01670059,0.04892714,0.03361089,0.13619301,0.02459448,0.03539353,0.04625342,0.05197418,0.02307118,-0.08073436,-0.00620401,-0.00501384,0.03609166,0.01174681,0.07782314,0.0215416,-0.03894964,0.01746855,0.03582383,-0.06192327,0.00461448,-0.02191877,-0.07620323,-0.02670567,-0.00997592,0.01404013,0.03602246,-0.02180872,-0.31403372,0.01291265,-0.0605599,0.02279041,0.01332635,0.01913831,-0.00914342,0.00482756,-0.02129958,0.01981842,-0.05587902,0.0672559,0.03439624,-0.07280195,-0.01207401,0.02240075,0.00079691,-0.02310513,0.01840327,-0.03530525,-0.02874425,0.02214949,0.19916876,-0.0511757,-0.0173731,-0.05264984,0.00141056,0.05138869,0.06876575,-0.02026663,0.01344048,-0.0206831,0.08749769,0.02579546,0.02771299,0.02103689,-0.04490191,0.01868895,-0.00942609,-0.06494427,-0.03462167,0.04632351,-0.03281907,-0.00821915,0.07546542,0.01257439,-0.04429375,-0.06137909,-0.01771508,0.00409021,-0.02693124,-0.02211235,-0.05689924,0.02577651,0.04671424,0.05846145,0.03337375,0.00763887,-0.02272158,-0.00502237,0.03484607,0.01508646,0.02334896,0.07537586,0.03469542],"last_embed":{"hash":"17giejc","tokens":484}}},"text":null,"length":0,"last_read":{"hash":"17giejc","at":1762477461032},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research","lines":[4,195],"size":6361,"outlinks":[{"title":"mimium","target":"mimium","line":6}],"class_name":"SmartBlock","last_embed":{"hash":"17giejc","at":1762477461032}},
+"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.09111329,-0.03231679,-0.0092729,-0.04599107,0.04627673,0.01231837,-0.09656194,0.03854261,0.03412901,-0.00411976,-0.00204867,-0.08745036,0.07076436,0.02698288,0.04451345,-0.0148598,0.02411819,0.00204069,-0.07158446,-0.01598115,0.11777388,-0.06821255,0.03080555,-0.0199085,0.04365153,0.02112032,0.00018085,-0.02867092,0.00007675,-0.17865866,-0.00569912,0.03841656,0.0573908,0.03160091,0.01833072,0.04753383,-0.01671836,0.06233451,-0.04452862,0.05290901,0.03253461,-0.02415914,-0.01110824,0.01310119,0.02616034,-0.04326336,-0.0193239,-0.06467336,-0.00807126,-0.03004291,-0.0970775,-0.00617977,-0.04171931,0.00800822,0.03283951,0.00251818,0.0426252,-0.0038569,0.03862428,0.03346205,0.01123737,0.03064523,-0.26229465,0.03948421,0.05911884,-0.00690442,-0.07255458,-0.07012373,0.02250412,0.05221719,-0.05452332,-0.00113122,0.05877738,0.03717593,0.02353586,0.01763314,-0.03873593,-0.06699313,-0.01542021,-0.02701035,-0.05048257,0.07052577,-0.00711007,-0.05659197,-0.0311486,-0.05536803,0.0582654,-0.02024593,0.02558158,0.03450314,-0.03892577,-0.02776622,0.01537933,0.02506912,-0.0523351,-0.04074078,0.0071882,0.06626774,0.0156407,0.10218864,-0.02104585,-0.01329109,0.04111286,-0.03824409,0.06703714,-0.04494556,-0.00161729,-0.04976544,0.02181278,0.02478784,0.02667888,-0.01378397,-0.01851746,-0.06240572,-0.00711608,0.00830348,0.07404152,0.00201842,-0.00624028,-0.02587572,0.0171546,-0.0046623,0.00651765,-0.01358395,0.05915296,-0.01684139,0.05496402,0.06097958,0.04794909,-0.00498434,0.04703773,0.04028062,-0.08657212,-0.03957015,-0.0096355,0.02594327,-0.03452069,0.02405753,-0.00764175,-0.02384,-0.00771299,-0.10154909,0.00934996,-0.09803142,-0.06484284,0.11994225,-0.00744985,0.00128071,-0.00218143,0.00064417,0.02206178,0.06305671,-0.03585434,-0.03364617,0.01073153,-0.04342363,0.05696454,0.13806373,-0.02446754,-0.0360851,-0.00308259,-0.05463355,-0.08194994,0.13837077,0.03743201,-0.03809716,-0.00906298,0.09073328,0.03086302,-0.00303986,0.03360991,-0.0000907,-0.01340483,-0.03674692,0.03611954,0.01782752,0.03789363,0.02131843,-0.03512977,0.02413032,-0.01345622,-0.01392046,-0.04140903,0.00611609,0.03516146,-0.05549852,0.00189186,-0.04033107,0.03814417,0.03506197,-0.05812337,0.01666222,0.00733977,0.01246773,-0.02681171,-0.03539253,-0.02746713,-0.01786772,-0.04766605,-0.03863667,0.11320589,0.08145897,-0.02571576,-0.05575716,0.06268746,-0.0260958,0.03506386,0.01311563,0.01676015,0.0244777,-0.08730913,-0.02442174,0.02743731,0.04167562,-0.02905772,0.01269822,-0.02538877,0.00622767,0.08055025,0.07565846,0.03209043,-0.02238091,-0.10554334,-0.20667128,0.01430472,0.04529225,-0.0470053,-0.05070128,-0.01349399,0.04350321,-0.0796544,0.04788063,-0.01304884,0.07366616,0.0350995,-0.01814605,-0.00469455,-0.01152061,0.00782089,0.02693916,-0.03815768,0.00995387,0.03767476,0.01771397,-0.01727163,-0.00346665,-0.01178901,-0.00239219,-0.05025539,0.1280746,0.04099779,-0.0226373,0.00168289,0.0445727,0.00216453,0.0286503,-0.06065864,0.0146963,0.0186536,-0.02410617,-0.02986613,-0.01807367,0.00055431,0.04398283,0.02708879,-0.02603621,-0.0650678,-0.04913071,-0.03280714,-0.00518839,-0.01099543,-0.04550512,0.01883476,0.02592625,0.02828056,0.09218074,0.01928841,0.01018212,-0.0016283,-0.03956495,-0.03508846,-0.004004,0.00588674,0.0446492,0.02654183,0.0104277,-0.05022225,-0.00854438,0.00244915,-0.03241575,0.00719285,0.04517794,-0.00241027,0.00507833,0.12546939,0.00680876,0.02141569,0.07333954,0.0558327,0.04840336,-0.08966686,-0.03690359,0.00978562,0.01778396,-0.02059783,0.05005186,0.0516349,-0.0209818,0.02737075,0.02353329,-0.03975478,0.02579918,-0.026153,-0.10585686,-0.02660573,0.00560835,-0.01058203,0.03640115,0.06487383,-0.30420253,0.03222714,-0.03443674,0.02213387,-0.00899547,0.00558739,-0.00153374,-0.03377404,-0.0216292,0.00828201,-0.01241268,0.0843951,0.03525203,-0.03474346,0.00000511,0.03712507,0.0678622,-0.01999566,0.03781448,-0.02902073,-0.06404613,0.02422383,0.20965648,-0.05008352,-0.03974691,-0.04210752,0.00485157,0.05830741,0.04805567,0.01770875,0.00851431,-0.00346265,0.083182,-0.00038798,-0.01858263,0.04813242,-0.05115834,-0.01773229,-0.00369393,-0.03170909,-0.05535287,0.04767449,-0.04494967,0.0337261,0.11635894,-0.01306368,-0.03086306,-0.07438836,0.01905614,0.01021009,-0.04943343,-0.03200664,-0.05044269,0.03479919,0.00906041,0.05486159,0.04295378,0.04579692,-0.02325607,-0.03156475,0.02830297,0.00108166,0.02468039,0.05138356,0.02839221],"last_embed":{"hash":"18um9lq","tokens":477}}},"text":null,"length":0,"last_read":{"hash":"18um9lq","at":1762477461079},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論","lines":[122,183],"size":1663,"outlinks":[],"class_name":"SmartBlock","last_embed":{"hash":"18um9lq","at":1762477461079}},
+"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論#他の言語とのコンパイル時計算のパラダイム比較": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.05408194,-0.01558425,0.01472552,-0.01305334,0.04817251,0.01595127,-0.07752562,0.05695521,0.0043723,0.00137996,0.00625273,-0.05152133,0.03943124,0.02467796,0.0176304,-0.02823534,0.02610674,0.02418317,-0.05785018,-0.03595041,0.14152519,-0.05786326,0.0209606,0.00365032,0.05188531,0.01478596,0.02826858,-0.01749933,-0.00764967,-0.17599697,-0.01428393,0.01455511,0.06595159,0.00737509,0.01913274,0.06005323,-0.0204861,0.06560697,-0.0202364,0.06077818,0.00572127,-0.00219945,-0.01374468,0.00551832,0.01323329,-0.05079732,-0.01778292,-0.03472979,0.00159309,-0.04510714,-0.14787875,-0.04502768,-0.00967441,0.02306938,-0.00599267,0.01894013,0.07124352,-0.02013733,0.03179425,0.05497341,0.01777645,0.04202336,-0.25012663,0.03792967,0.03600081,-0.00274463,-0.0889049,-0.0528384,-0.01935878,0.05227796,-0.05421644,-0.01436643,0.05811155,0.03461148,0.0342958,0.02195353,-0.04659389,-0.08779469,-0.03495623,-0.02207094,-0.00638565,0.06299245,-0.00136225,-0.00209387,-0.0338576,-0.01998844,0.04474375,-0.00795902,0.00112164,0.02389812,-0.03282791,-0.03212135,-0.0002709,0.03255715,-0.07585563,-0.02954851,-0.00638519,0.01813329,0.02499332,0.1123365,-0.03135092,-0.01260582,0.03073806,-0.04430802,0.05183069,-0.01930404,-0.00180542,-0.03723744,0.02069377,0.0300667,0.0181938,-0.00437742,0.0110544,-0.05304996,0.00074565,-0.05371478,0.06509436,-0.01469071,-0.01350467,-0.01676915,0.03290543,0.00908544,0.03559617,0.00447134,0.06859028,0.00684562,0.064447,0.04960313,0.05085617,0.01675213,0.04031187,0.03989544,-0.05255679,-0.03681685,-0.02758482,0.02803348,-0.01896107,-0.00733636,0.0133447,-0.01959858,-0.0161767,-0.11012503,-0.01276665,-0.07426766,-0.07684473,0.14974388,-0.04326454,-0.00052437,0.01488572,0.01554995,-0.00741019,0.07110259,-0.01415934,-0.01530584,0.0167768,-0.07884526,0.04491374,0.13693707,-0.0500533,-0.01439898,-0.02558746,-0.057087,-0.04285816,0.16476241,0.0311855,0.00270482,-0.02241957,0.06951282,-0.00081045,-0.01032281,0.02385513,-0.00376139,-0.02583958,-0.00625082,0.04737584,0.03188923,0.06280416,-0.02710152,-0.05588807,0.02187919,-0.01195489,-0.00243901,-0.03007378,0.03823573,-0.01137153,-0.05237654,-0.00079259,-0.03751476,0.02134825,0.03021746,-0.07284086,0.02895508,0.00784912,0.01340989,-0.05965254,-0.01977875,-0.0167817,-0.04547266,-0.07447658,-0.04204391,0.10326856,0.08080217,-0.04837115,-0.03307593,0.07651543,-0.01097928,0.0302196,0.00765777,0.01864143,0.00958992,-0.05333699,-0.01028696,0.06576089,0.05658017,-0.02856873,0.02952424,-0.02047094,-0.00835588,0.0262638,0.08438193,0.02050708,-0.0473972,-0.10847317,-0.22141096,0.01648026,0.01749947,-0.06746688,-0.02946321,0.00433074,0.07407266,-0.05622261,0.08478621,0.02496661,0.08310499,0.02027212,-0.02986756,-0.01654151,-0.03452854,0.01709509,0.02682894,-0.0532512,-0.014576,0.03003974,-0.00691451,-0.01879619,-0.01127494,-0.03896636,0.00072484,-0.00410826,0.1399246,0.07040285,-0.01362652,-0.01102567,0.05756131,0.01844272,0.0054493,-0.06865977,0.02799032,0.00544233,-0.02537947,-0.02151524,-0.0014623,-0.04133584,-0.00385618,0.04391229,-0.02781022,-0.03996348,-0.03103535,-0.02642965,-0.01241896,0.03276774,-0.02089741,0.02121698,0.00798329,0.04523475,0.07216311,0.02088019,0.01153718,-0.01314474,-0.03827651,-0.01353901,-0.03130232,0.03651409,0.0565087,0.04912591,0.00073152,-0.06401828,-0.00493516,0.01353089,-0.04518123,0.01434135,0.03084887,0.01566367,-0.00732672,0.09396925,0.01945467,0.04381207,0.06009388,0.05108279,0.04712751,-0.0852768,-0.03459426,0.0043694,0.02779058,-0.05205882,0.04085219,0.02284415,-0.01073036,0.02881568,0.02440832,-0.0453159,0.03467503,-0.03305336,-0.08912835,-0.02002333,-0.0058969,-0.02251033,0.02218455,0.02741543,-0.31678206,0.04157599,-0.03389772,0.01466549,0.00718903,0.03133511,-0.02437372,-0.06120249,-0.04595928,0.00935122,-0.02169401,0.08806694,0.02013137,-0.0179951,-0.02385575,0.02605228,0.03906615,0.01479592,0.01884579,-0.03536106,-0.03491727,0.02160065,0.20421526,-0.03067911,-0.02903322,-0.05195215,0.01829256,0.03273418,0.03404117,0.03572239,-0.02146154,0.00644828,0.09672446,0.01405112,-0.00895248,0.04726583,-0.05338869,-0.00539271,0.01978529,-0.01589383,-0.08066139,0.05545406,-0.02578342,0.03693176,0.09500626,0.01065202,-0.02933702,-0.06487918,0.00812439,0.00596756,-0.05516332,-0.0206863,-0.05011153,0.0470886,-0.01821583,0.06852294,0.01532018,-0.01024868,-0.03891381,-0.03436515,0.03745017,0.00669064,0.01620109,0.03443754,0.03017694],"last_embed":{"hash":"s2atw5","tokens":232}}},"text":null,"length":0,"last_read":{"hash":"s2atw5","at":1762477461150},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論#他の言語とのコンパイル時計算のパラダイム比較","lines":[125,135],"size":291,"outlinks":[],"class_name":"SmartBlock","last_embed":{"hash":"s2atw5","at":1762477461150}},
+"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論#他の言語とのコンパイル時計算のパラダイム比較#{1}": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.05233564,-0.00935666,0.0169975,-0.01084528,0.04635202,0.01678158,-0.08085625,0.05914018,0.00039682,0.00080854,0.00434073,-0.04743161,0.03694699,0.02444246,0.01716466,-0.03034014,0.02596155,0.02411163,-0.05559514,-0.03689726,0.14127789,-0.05919813,0.02412054,-0.00054443,0.04979416,0.01639598,0.02516877,-0.01844751,-0.00914727,-0.17786729,-0.01558347,0.01083662,0.06443484,0.0070549,0.01715551,0.06126939,-0.02105776,0.06579433,-0.02380437,0.06186503,0.00560851,-0.00144039,-0.01232685,0.00718666,0.01528052,-0.05404415,-0.01595687,-0.03575096,0.00536176,-0.04868285,-0.14620854,-0.04642783,-0.00318757,0.02234446,-0.00436908,0.01644193,0.07026675,-0.01864488,0.03179011,0.05755457,0.01588215,0.03909497,-0.25293148,0.03703501,0.03412874,-0.0002352,-0.08883712,-0.05630784,-0.02110307,0.05057748,-0.05459268,-0.01686996,0.05944632,0.03733811,0.03812513,0.02098824,-0.04526143,-0.09315533,-0.03670181,-0.02017708,-0.00365863,0.05723999,-0.0062888,-0.0027111,-0.03267761,-0.01907547,0.04909007,-0.00634302,0.00374928,0.02412331,-0.03270038,-0.03604717,0.00007686,0.02999824,-0.07547923,-0.02689946,-0.00245629,0.01868795,0.02845122,0.11380163,-0.02558601,-0.0107438,0.0309473,-0.04319284,0.05331164,-0.01897957,-0.00049512,-0.03622642,0.02198649,0.0266146,0.02148137,-0.00568019,0.00937917,-0.04923487,0.0022712,-0.0509396,0.06349899,-0.01577287,-0.01739784,-0.01750605,0.03430725,0.00860764,0.03371308,0.00364552,0.06944382,0.0056172,0.06567422,0.04956515,0.04763355,0.01530156,0.04478298,0.03796598,-0.05637984,-0.03783028,-0.02450298,0.0330605,-0.02230575,-0.00659213,0.01232201,-0.02221901,-0.01480682,-0.11068259,-0.01494952,-0.07317323,-0.07568064,0.1482372,-0.042542,-0.00060154,0.01601904,0.01893935,-0.00600958,0.07194594,-0.01154569,-0.01544929,0.01765344,-0.07815905,0.04181153,0.13730021,-0.04863147,-0.01269211,-0.02393807,-0.05910607,-0.04052352,0.16383244,0.03305286,0.0101398,-0.01825374,0.06339583,0.00376444,-0.00844012,0.02689069,-0.00995395,-0.02653334,-0.00360597,0.04513739,0.03246685,0.05921151,-0.02470229,-0.05551708,0.02164658,-0.01672671,-0.00150539,-0.03111453,0.0383933,-0.01418297,-0.04867013,0.000327,-0.03763966,0.0189985,0.03454218,-0.07171213,0.0353454,0.00804878,0.00714992,-0.05454063,-0.01763805,-0.01264254,-0.04348189,-0.08090913,-0.03987507,0.09941616,0.08025863,-0.04668069,-0.03371882,0.0827071,-0.01502888,0.02782214,0.00320954,0.0198462,0.00525406,-0.05382444,-0.00965372,0.06536897,0.05748188,-0.03565152,0.02762197,-0.02415022,-0.00923845,0.02417254,0.08104272,0.02056674,-0.04920078,-0.11035048,-0.22326681,0.02225572,0.01330125,-0.07185279,-0.02390598,0.00330447,0.07524744,-0.06035701,0.08605915,0.02289383,0.07873525,0.02175115,-0.0262422,-0.01292604,-0.03343059,0.01546296,0.02399791,-0.05170899,-0.01701821,0.03245005,-0.00504609,-0.01845324,-0.01535556,-0.03812402,0.00134874,-0.00593476,0.14131008,0.0694005,-0.01183218,-0.00974558,0.05445813,0.02078552,0.00626858,-0.06707813,0.02469364,0.0081022,-0.02172385,-0.02603226,-0.00012412,-0.04167442,-0.00227717,0.04326664,-0.02904032,-0.03740164,-0.03074416,-0.02531073,-0.01464787,0.03508962,-0.0232359,0.02297525,0.0089879,0.04679397,0.07064708,0.01827483,0.01108584,-0.01520611,-0.03942111,-0.01322382,-0.03354921,0.03442392,0.05748643,0.05090524,-0.00102722,-0.06382553,-0.00593802,0.0131708,-0.04563027,0.01510367,0.03364809,0.01500235,-0.00894278,0.08996548,0.02042752,0.05007657,0.06058914,0.04791236,0.04967783,-0.08779381,-0.03425399,0.00775804,0.02591681,-0.05148127,0.0406879,0.02091583,-0.0086964,0.0274471,0.02434701,-0.04388241,0.03191421,-0.03505084,-0.08836611,-0.02002057,-0.00432195,-0.01713666,0.01686905,0.02506953,-0.31353092,0.03582979,-0.03760399,0.01878023,0.00721559,0.02786822,-0.02623538,-0.06149425,-0.0445036,0.00691622,-0.02318476,0.09125832,0.01649877,-0.01649667,-0.02091364,0.02854355,0.04350113,0.01528863,0.01678893,-0.03610969,-0.03051269,0.02225969,0.20346601,-0.03187895,-0.02965233,-0.0536008,0.01886465,0.0350948,0.03019854,0.03915395,-0.02233446,0.00643396,0.09800758,0.01684082,-0.0027962,0.0550981,-0.05663095,-0.00688091,0.01887107,-0.01588391,-0.08055077,0.05631226,-0.02891684,0.03825147,0.094923,0.00519565,-0.02940781,-0.05999455,0.01019359,0.00546825,-0.05492442,-0.02118007,-0.04970736,0.0455849,-0.01975917,0.06607502,0.01516242,-0.00356416,-0.03934189,-0.0344454,0.0355361,0.00955276,0.01145031,0.03105522,0.03254187],"last_embed":{"hash":"1dxh6rx","tokens":230}}},"text":null,"length":0,"last_read":{"hash":"1dxh6rx","at":1762477461174},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論#他の言語とのコンパイル時計算のパラダイム比較#{1}","lines":[127,135],"size":263,"outlinks":[],"class_name":"SmartBlock","last_embed":{"hash":"1dxh6rx","at":1762477461174}},
+
+"smart_sources:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md": {"path":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md","embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.04828151,-0.01517538,0.00906407,-0.02771934,0.0346327,0.03131747,-0.07433163,0.05349542,0.04490082,0.01965595,0.01266471,-0.06406876,0.05357479,0.06090457,0.01119192,-0.01839614,0.01343946,-0.05031481,-0.05249674,-0.01529202,0.15580373,-0.03936385,0.03425002,-0.02554833,0.07515801,0.01809142,-0.02068525,-0.01750689,-0.03466494,-0.16523767,-0.03803512,0.01336498,0.07223744,0.01510463,0.04782869,0.00581932,0.01245751,0.04683775,0.00254673,0.0555324,-0.03629488,-0.01094309,0.02718189,-0.00355795,0.04005891,-0.01990458,-0.00852871,-0.06313202,-0.03140478,-0.04536589,-0.10422902,-0.05982641,-0.01230383,0.00961585,0.02790446,0.00789597,0.05847933,-0.01783372,0.00962032,0.05866222,0.02601361,0.02793916,-0.26979953,0.03068163,0.04220859,-0.02868266,-0.09173433,-0.01738752,0.04289103,0.00881162,-0.04722809,0.01127,0.00865429,0.01916429,0.05378183,0.01841501,-0.02490663,-0.06524423,-0.00376066,-0.05247312,-0.02755183,0.05732418,0.00990725,-0.01220547,-0.03824747,-0.00843847,0.01876927,-0.03669746,0.01521502,0.01983664,-0.03068997,-0.01119069,0.00723592,0.04254078,-0.07500538,-0.02017346,0.00737649,0.02642949,-0.00334695,0.10357308,-0.05101009,0.01874861,0.01516039,-0.05401858,0.00590946,-0.03667465,-0.03839323,-0.06115799,0.0197215,0.00779143,-0.02837518,0.00121944,0.02866922,-0.04798699,0.00549502,-0.00813572,0.08344332,-0.01335388,-0.00865675,-0.00063084,0.02530398,0.00918458,0.00240348,-0.01560623,0.01151494,-0.00367678,0.02644916,0.03362491,0.01652312,-0.01465121,0.05391981,0.06000238,-0.05424735,-0.00738959,-0.00509272,0.016466,-0.02713678,-0.02250965,0.00103689,-0.01681723,-0.03387734,-0.1262223,-0.02317294,-0.07803225,-0.0993823,0.13967071,-0.05487924,0.0037463,0.01944356,-0.00859239,-0.02780228,0.07710917,-0.01516016,-0.02220491,0.03305377,-0.046662,0.05833658,0.12733957,-0.04814702,0.00154395,-0.03401837,-0.07626993,-0.03019551,0.12612537,0.01753052,-0.02773548,-0.02056631,0.06055476,0.01855475,-0.07090388,0.01431209,-0.00334048,0.0192597,-0.0163972,0.06738758,0.09683182,0.09598109,0.01006411,-0.03882705,0.03970144,-0.0056285,-0.02739967,-0.04006793,0.04103617,-0.01597453,-0.03552204,0.01427345,-0.02259326,0.03801757,-0.0061365,-0.07310129,0.01698487,0.00697032,0.02971563,-0.05128564,-0.05741592,-0.03495617,-0.02246238,-0.00175471,-0.09074894,0.09930959,0.04973929,-0.04062723,-0.03351645,0.0581498,-0.00161241,0.03940171,-0.02528874,0.02956435,0.03717725,-0.03659784,-0.01004796,0.06004794,0.04462557,0.00403185,0.02965445,0.01801541,-0.00083918,0.04804205,0.10274957,0.02774204,-0.00718372,-0.08810395,-0.20157294,-0.00123127,0.03808947,-0.05720103,-0.01283234,0.01548595,0.0508883,-0.07616311,0.1036773,0.07479197,0.0782224,0.07044954,-0.05976588,-0.00697534,0.00523593,-0.00695681,0.03794569,-0.04291292,-0.02160001,0.05070641,0.0219473,-0.01061888,0.00747226,-0.00539579,0.04408463,0.0056252,0.09495005,0.04071087,-0.04288275,-0.02625296,0.05390524,0.01512447,-0.00758446,-0.09228418,0.05613212,0.00679654,-0.04823154,-0.01277082,-0.01320283,-0.05947952,0.01742423,0.02438481,0.00880528,-0.04446401,-0.04157336,-0.05577935,-0.02345069,-0.00571509,-0.05351062,0.04255898,0.04080776,0.0058984,0.09423952,0.03665904,-0.00573552,-0.0163237,-0.01047603,-0.0047753,0.00098078,0.0038746,0.0290133,0.00651435,-0.01357754,-0.06995568,-0.02247181,-0.00204834,0.00736542,0.02645969,-0.02296801,0.04411576,0.02171151,0.13010088,0.01360519,0.02589878,0.05473169,0.04284343,0.00254366,-0.07819048,-0.00619903,0.00189728,0.03881833,0.00250697,0.08441199,0.05166014,-0.02431281,0.0133683,0.0373925,-0.05107107,0.01429161,-0.01447571,-0.06571983,-0.04141194,-0.01259902,0.00025455,0.03408977,-0.00500045,-0.32317805,0.02471129,-0.04988255,0.01206101,0.02758442,0.01801583,-0.01669815,-0.01008383,-0.03663532,0.03667895,-0.05621309,0.07594997,0.03049136,-0.07207087,0.00564484,0.0160503,0.00793649,-0.01916395,0.0020979,-0.03888035,-0.02610042,0.0267573,0.19182304,-0.03084715,-0.0162387,-0.03340451,-0.01744382,0.04894535,0.0865764,-0.00904047,-0.01427078,-0.01819906,0.09689737,0.0288652,0.00989372,0.0192777,-0.0458016,0.01426494,-0.01774603,-0.04559176,-0.04665128,0.04634793,-0.01519447,0.01683944,0.09266575,0.00675044,-0.05653271,-0.06239571,-0.01588566,0.00085946,-0.0232172,-0.02307927,-0.03829979,0.0326874,0.02379701,0.06903826,0.04876067,0.01747691,-0.02991226,-0.01490318,0.03111873,0.01207038,0.00871143,0.05328949,0.03322826],"last_embed":{"hash":"17a14n9","tokens":494}}},"last_read":{"hash":"17a14n9","at":1762477488318},"class_name":"SmartSource","last_import":{"mtime":1762477477056,"size":15231,"at":1762477488057,"hash":"17a14n9"},"blocks":{"#---frontmatter---":[1,3],"#paper #research":[4,197],"#paper #research#{1}":[6,6],"#paper #research#概要":[7,16],"#paper #research#概要#{1}":[9,16],"#paper #research#背景とモチベーション":[17,42],"#paper #research#背景とモチベーション#{1}":[19,42],"#paper #research#mimium and lambda-mmm":[43,60],"#paper #research#mimium and lambda-mmm#{1}":[45,60],"#paper #research#多段階計算":[61,71],"#paper #research#多段階計算#{1}":[63,67],"#paper #research#多段階計算#シンタックス":[68,71],"#paper #research#コールツリーの解析":[72,84],"#paper #research#コールツリーの解析#{1}":[74,76],"#paper #research#コールツリーの解析#{2}":[77,84],"#paper #research#状態構造ツリー同士の比較":[85,121],"#paper #research#状態構造ツリー同士の比較#{1}":[87,107],"#paper #research#状態構造ツリー同士の比較#サンプルコード":[108,121],"#paper #research#状態構造ツリー同士の比較#サンプルコード#{1}":[110,121],"#paper #research#議論":[122,185],"#paper #research#議論#他の言語とのコンパイル時計算のパラダイム比較":[125,137],"#paper #research#議論#他の言語とのコンパイル時計算のパラダイム比較#{1}":[127,137],"#paper #research#議論#ライブ状態更新のエッジケース":[138,185],"#paper #research#議論#ライブ状態更新のエッジケース#{1}":[140,185],"#paper #research#将来的な展望":[186,197],"#paper #research#将来的な展望#{1}":[189,197]},"outlinks":[{"title":"mimium","target":"mimium","line":9}],"metadata":{"date":"2025-09-25 11:42","tags":["#paper","#research"]},"task_lines":[],"last_embed":{"hash":"17a14n9","at":1762477488060}},"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.05296893,-0.02146479,-0.00507284,-0.02783334,0.0367724,0.03951175,-0.05800209,0.06730425,0.05453745,0.01760128,0.01053529,-0.04001935,0.04967714,0.04285305,0.00663258,-0.02391437,0.01540458,-0.02848141,-0.05516861,0.00229623,0.15004303,-0.04912269,0.03906731,-0.01413771,0.06947301,0.01228215,-0.03094157,-0.02202175,-0.0335088,-0.17627087,-0.0335993,0.02208581,0.0712224,0.02828601,0.05937715,0.03032983,0.00935064,0.03460936,0.03032159,0.05470945,-0.04085134,-0.02437125,0.0411751,-0.00187097,0.04674726,-0.02492038,-0.00077523,-0.06218071,-0.02207874,-0.04653814,-0.11140221,-0.06038231,-0.01786599,0.00703065,0.01763593,0.00317018,0.06770898,-0.02224983,0.01270693,0.05789594,0.0221303,0.04357887,-0.26478308,0.03606831,0.04724284,-0.02248123,-0.12634854,-0.01401466,0.02786552,0.0132246,-0.05322841,0.03391805,0.02858765,0.01532768,0.05682991,0.01881493,-0.01868952,-0.05749217,-0.00019647,-0.05123086,-0.03803096,0.0616091,0.01613301,0.00677051,-0.0695968,-0.01079842,0.01149971,-0.04163273,0.02850975,0.00510567,-0.01709189,-0.0018749,0.00201637,0.04771758,-0.07562919,-0.04746709,0.01130525,0.03772173,0.01306072,0.11074438,-0.0384387,-0.01543753,0.04348559,-0.04559025,0.00014875,-0.04711317,-0.04243048,-0.06009227,0.01753852,0.0233151,-0.0333172,-0.00130269,-0.00169366,-0.03954897,0.01015253,-0.0296888,0.0467352,-0.02653215,-0.01646846,-0.01265931,-0.01184243,0.02617324,-0.01825588,-0.00546548,0.00991581,-0.03134285,0.02890749,0.03642482,0.02829115,-0.01024011,0.03360682,0.05058469,-0.03176103,-0.01012848,-0.01796597,0.0149343,-0.02739141,-0.0041196,-0.00165242,-0.01225013,-0.01310436,-0.08687219,-0.02072889,-0.07213488,-0.09998731,0.13740711,-0.04353842,0.00131692,0.00452236,0.00075141,-0.01583794,0.07744902,-0.03459034,0.00335389,0.0303292,-0.04156101,0.0564683,0.12689909,-0.04106544,-0.00455408,-0.02949878,-0.06556482,-0.02425968,0.14127301,-0.00312685,-0.01016936,-0.0301516,0.06151485,-0.0119158,-0.0700677,0.01556523,-0.01171641,0.02499706,-0.01737009,0.03733876,0.09257951,0.07602561,0.00096879,-0.03108337,0.03963643,-0.00303757,-0.0162573,-0.05213551,0.03111449,-0.00030397,-0.02904305,0.01104957,-0.02263893,0.03437361,-0.01214394,-0.07957735,0.0241881,0.00745649,0.02134012,-0.06931899,-0.04438591,-0.0360871,-0.04669888,-0.00928935,-0.09944375,0.09558819,0.07316172,-0.04416732,-0.02121956,0.05467594,0.01453425,0.03963794,-0.01481524,0.0299045,0.0337755,-0.05276984,-0.01312923,0.05144168,0.03434991,0.00424433,0.03353729,0.02478038,-0.0103503,0.06350903,0.12142497,0.04609888,-0.02862678,-0.09909212,-0.19959642,-0.0152889,0.03030252,-0.05585106,-0.00042573,0.01270385,0.05363827,-0.06105392,0.08616501,0.0689076,0.0755594,0.06803542,-0.08127258,-0.00196052,0.01778505,-0.00855106,0.02636366,-0.04826339,-0.02132812,0.04484661,0.02772379,-0.01031354,0.00498526,0.01360848,0.06153251,0.00388044,0.10376904,0.02104707,-0.02922091,-0.01597005,0.03852085,0.0152815,-0.00415395,-0.08629038,0.05536988,0.01662824,-0.04711348,-0.00844512,-0.01414052,-0.06093618,0.02041107,0.02405599,0.00446052,-0.03731507,-0.03473537,-0.05111348,-0.02435854,-0.00979381,-0.05664934,0.0402019,0.02916099,0.01566632,0.07911416,0.02152333,-0.0092149,-0.00450192,-0.00415633,0.00908845,-0.01642885,-0.00330055,0.03130762,-0.00518314,0.02537192,-0.08078715,-0.00915571,0.0152446,0.00439673,0.03497304,-0.01670059,0.04892714,0.03361089,0.13619301,0.02459448,0.03539353,0.04625342,0.05197418,0.02307118,-0.08073436,-0.00620401,-0.00501384,0.03609166,0.01174681,0.07782314,0.0215416,-0.03894964,0.01746855,0.03582383,-0.06192327,0.00461448,-0.02191877,-0.07620323,-0.02670567,-0.00997592,0.01404013,0.03602246,-0.02180872,-0.31403372,0.01291265,-0.0605599,0.02279041,0.01332635,0.01913831,-0.00914342,0.00482756,-0.02129958,0.01981842,-0.05587902,0.0672559,0.03439624,-0.07280195,-0.01207401,0.02240075,0.00079691,-0.02310513,0.01840327,-0.03530525,-0.02874425,0.02214949,0.19916876,-0.0511757,-0.0173731,-0.05264984,0.00141056,0.05138869,0.06876575,-0.02026663,0.01344048,-0.0206831,0.08749769,0.02579546,0.02771299,0.02103689,-0.04490191,0.01868895,-0.00942609,-0.06494427,-0.03462167,0.04632351,-0.03281907,-0.00821915,0.07546542,0.01257439,-0.04429375,-0.06137909,-0.01771508,0.00409021,-0.02693124,-0.02211235,-0.05689924,0.02577651,0.04671424,0.05846145,0.03337375,0.00763887,-0.02272158,-0.00502237,0.03484607,0.01508646,0.02334896,0.07537586,0.03469542],"last_embed":{"hash":"1scja3j","tokens":484}}},"text":null,"length":0,"last_read":{"hash":"1scja3j","at":1762477488159},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research","lines":[4,197],"size":6380,"outlinks":[{"title":"mimium","target":"mimium","line":6}],"class_name":"SmartBlock","last_embed":{"hash":"1scja3j","at":1762477488159}},
+"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.08813133,-0.03321407,-0.00919764,-0.04279556,0.05130233,0.00500619,-0.10334705,0.03737269,0.02955584,-0.00338741,-0.00097597,-0.08724,0.0734067,0.02410764,0.04139005,-0.0176176,0.02239731,0.00185554,-0.07369661,-0.01823107,0.11870681,-0.0615584,0.03500133,-0.02258774,0.04088658,0.02010939,0.00319967,-0.02519342,0.00101393,-0.17890947,-0.00721902,0.03768741,0.05944287,0.03632118,0.01651087,0.04528628,-0.01516647,0.06010212,-0.04257174,0.04928108,0.03228733,-0.01980606,-0.01133876,0.01086042,0.02610196,-0.03810681,-0.0186108,-0.06530184,-0.01036101,-0.03061792,-0.10177948,-0.00868284,-0.03764679,0.01304179,0.03119505,0.00703384,0.0392784,-0.00749952,0.03609639,0.0309803,0.01179566,0.03323689,-0.26442349,0.03857084,0.05816321,-0.01582643,-0.07122754,-0.0675806,0.01848902,0.05350607,-0.05758213,0.00011297,0.05858112,0.03702753,0.0285725,0.02216125,-0.03787844,-0.06793673,-0.01402277,-0.02456653,-0.05329248,0.06992603,-0.00593326,-0.05665749,-0.02754417,-0.05232596,0.05795566,-0.02245404,0.02952056,0.03452227,-0.03837511,-0.02797132,0.01072457,0.02619662,-0.05630286,-0.03827849,0.00220868,0.05869403,0.01698618,0.10073575,-0.02288074,-0.01295128,0.04100477,-0.03962999,0.06118295,-0.04168092,-0.00488238,-0.04528894,0.02009128,0.02486922,0.0264032,-0.01230225,-0.01573541,-0.06257008,-0.01105151,0.00312918,0.07049864,0.00160138,-0.00829701,-0.02606545,0.01726109,-0.00841061,0.01360058,-0.01342442,0.06311892,-0.01063784,0.05463035,0.0608013,0.04790419,-0.0079471,0.04215513,0.04042491,-0.08960003,-0.03621586,-0.01300551,0.02603509,-0.02534897,0.02283761,-0.00598476,-0.01832095,-0.00792727,-0.10580426,0.00769649,-0.09730296,-0.06686802,0.12528117,-0.00642542,0.0000535,-0.00127184,0.00345709,0.01648447,0.0658326,-0.03492828,-0.03530386,0.01913828,-0.04301165,0.06274849,0.13596486,-0.02757883,-0.03691914,-0.00559185,-0.05784216,-0.08314878,0.13972318,0.04330678,-0.03787887,-0.01147094,0.08793352,0.03113991,-0.00290851,0.03015626,0.0056116,-0.01318141,-0.03386117,0.03747535,0.02335464,0.03529018,0.01825379,-0.03420429,0.03050621,-0.00781991,-0.01127951,-0.04298524,0.00936737,0.03255204,-0.05397847,-0.00590462,-0.03458302,0.03182652,0.0326009,-0.06665671,0.01496813,0.00988732,0.01142778,-0.02221184,-0.03516622,-0.02320633,-0.02013515,-0.04401315,-0.03877558,0.11507004,0.08293127,-0.02817967,-0.05889321,0.05601842,-0.02312774,0.02885251,0.01049784,0.01030035,0.02267013,-0.08078875,-0.02332304,0.03266237,0.04286464,-0.03128561,0.01591827,-0.02326835,0.00921216,0.0788089,0.07745618,0.02942242,-0.01822114,-0.10585803,-0.20920452,0.01327903,0.0457931,-0.04999582,-0.05220971,-0.00617727,0.04153102,-0.08138651,0.04615044,-0.00800363,0.07371568,0.03518168,-0.01594994,-0.00351701,-0.01407482,0.00177389,0.02828615,-0.03711,0.00517774,0.04037867,0.01922264,-0.01326073,0.00312408,-0.01471908,-0.00144518,-0.04455886,0.12570029,0.0389338,-0.02819009,-0.00677306,0.05066013,0.00570749,0.02239477,-0.05741287,0.02054485,0.01807359,-0.030017,-0.03008389,-0.01473952,-0.00006746,0.04706448,0.03087812,-0.02570841,-0.06430963,-0.0488416,-0.03327547,-0.00822543,-0.00654732,-0.04172667,0.01799051,0.02635507,0.03116536,0.09301206,0.01504332,0.0097344,-0.00480452,-0.04149161,-0.03538063,-0.00347431,0.00434057,0.04608334,0.02793928,0.00825299,-0.05015064,-0.00994177,-0.00326411,-0.0276057,0.00719569,0.04255829,-0.0042277,0.00696041,0.12221348,0.01324757,0.02543212,0.07434835,0.05299392,0.04524388,-0.08889505,-0.03207448,0.00827615,0.01873435,-0.01960877,0.05226639,0.04948981,-0.0204189,0.02635335,0.02542478,-0.03674802,0.02436077,-0.02922545,-0.10580754,-0.02495633,0.00517431,-0.01024069,0.03509657,0.06349924,-0.30792958,0.03012942,-0.03555408,0.02304477,-0.00743325,0.00731183,-0.00031153,-0.0330256,-0.01847206,0.00395617,-0.01149536,0.08706662,0.03446017,-0.03569126,-0.00021059,0.03347828,0.06560124,-0.02005193,0.03710299,-0.03257606,-0.05971231,0.02655147,0.20928431,-0.047001,-0.03533814,-0.04271512,0.00353965,0.05683916,0.04526241,0.0241332,0.00583183,0.00014038,0.09051066,0.00374868,-0.01845149,0.04444331,-0.04946167,-0.02247921,-0.00187442,-0.02668748,-0.0565467,0.04856899,-0.04799674,0.03601285,0.11523577,-0.01641838,-0.0271787,-0.07990946,0.01808981,0.01281626,-0.04635607,-0.03406646,-0.0514505,0.03997637,0.00968024,0.05534459,0.04682884,0.03737216,-0.02735938,-0.02975774,0.03033711,-0.00215094,0.02271426,0.05110094,0.02685988],"last_embed":{"hash":"1jtyytf","tokens":474}}},"text":null,"length":0,"last_read":{"hash":"1jtyytf","at":1762477488214},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論","lines":[122,185],"size":1682,"outlinks":[],"class_name":"SmartBlock","last_embed":{"hash":"1jtyytf","at":1762477488214}},
+"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論#他の言語とのコンパイル時計算のパラダイム比較": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.05478137,-0.01370491,0.01034484,-0.01983444,0.05179631,0.00933244,-0.07999679,0.05466575,0.00409095,0.0050292,0.00327684,-0.05648714,0.04299951,0.01987186,0.01185046,-0.03421474,0.02562451,0.02380115,-0.05759665,-0.02412703,0.13865153,-0.05091381,0.02486422,-0.00471244,0.04364683,0.01478511,0.0283006,-0.01681465,-0.00520146,-0.17856634,-0.01193746,0.00475724,0.06406248,0.0151105,0.01725041,0.06949837,-0.02161038,0.06572819,-0.02176493,0.05703137,0.00565388,0.00383464,-0.01155154,0.01019424,0.00731807,-0.03867733,-0.01441683,-0.03463315,-0.00309524,-0.04527338,-0.14777419,-0.04106212,-0.007921,0.02619498,-0.011177,0.02492348,0.06567977,-0.02594697,0.01974637,0.05245117,0.0150643,0.04659064,-0.25368202,0.03438133,0.04093296,-0.00679715,-0.08766082,-0.05023525,-0.0177275,0.06092083,-0.06913028,-0.0135941,0.06398232,0.03408654,0.04478428,0.02944347,-0.04796017,-0.08889229,-0.03340064,-0.01781499,-0.01679538,0.05536918,0.00311545,-0.00496719,-0.02591432,-0.01335865,0.04754125,-0.01449413,0.0188505,0.02369712,-0.03783607,-0.02904284,-0.00439265,0.0372196,-0.08089282,-0.03702264,-0.00436475,0.02051315,0.03335229,0.11123233,-0.02895409,-0.01312835,0.02419988,-0.03909222,0.0438328,-0.01955747,-0.00438013,-0.03510211,0.01628842,0.02952552,0.02357372,-0.00350817,0.00688088,-0.05903725,-0.00965528,-0.05769667,0.05928487,-0.01538132,-0.00854982,-0.02497345,0.03880868,0.00436376,0.03303184,0.0046819,0.06466147,0.0123857,0.06380009,0.0557691,0.04275312,0.01995836,0.03727055,0.03802539,-0.05693046,-0.03939207,-0.02671109,0.0304642,-0.00689576,-0.0054475,0.01430152,-0.00902537,-0.02159413,-0.11051989,-0.01547683,-0.08440556,-0.07186317,0.15532354,-0.03998034,-0.00374378,0.01686825,0.01784616,0.00008028,0.07793916,-0.02084525,-0.01492649,0.01228413,-0.07613572,0.050433,0.12998119,-0.05127386,-0.01604963,-0.02178057,-0.06530731,-0.05463232,0.17067109,0.04186224,0.0007959,-0.01980605,0.0609616,-0.00069443,-0.01104301,0.02292119,0.00067848,-0.02414923,-0.00756333,0.04975408,0.03429125,0.05622501,-0.01517598,-0.05278899,0.02849668,-0.01400937,0.0032954,-0.03267657,0.04003054,-0.00987801,-0.04812701,0.00114292,-0.02828192,0.01825068,0.0283979,-0.08304694,0.02430313,0.01673734,0.02294484,-0.05943271,-0.01672357,-0.0098479,-0.04613052,-0.06575226,-0.04511007,0.10541607,0.08691905,-0.05580944,-0.03236932,0.06637992,-0.0057771,0.03024452,0.00190219,0.01289338,0.00916134,-0.04961925,-0.00551326,0.0637526,0.05453439,-0.02268898,0.03915285,-0.02259493,-0.00531602,0.0361492,0.08045288,0.01368296,-0.03798306,-0.1070055,-0.21856798,0.01443955,0.02050423,-0.06205962,-0.03252166,0.00572728,0.06820747,-0.06554662,0.08105756,0.03420791,0.08124286,0.02232189,-0.02581856,-0.01542566,-0.03412244,0.00641163,0.0298385,-0.03902588,-0.01771973,0.03882448,-0.00328285,-0.0118139,0.00075342,-0.03498537,0.00188541,-0.00942886,0.1381667,0.0642443,-0.02520691,-0.01762481,0.05919636,0.01791165,-0.00519385,-0.06466123,0.03246669,0.00481031,-0.03281583,-0.03524895,0.00277606,-0.03426032,0.00900553,0.04903895,-0.02328592,-0.04139003,-0.02905485,-0.0258894,-0.01416258,0.03222822,-0.02624389,0.02003898,0.00616689,0.03431035,0.07786111,0.01477799,0.00628586,-0.01997478,-0.03610849,-0.01917328,-0.0300059,0.03203835,0.0531616,0.05104605,-0.00151743,-0.05658479,-0.00652413,0.0078123,-0.03931677,0.01269294,0.0360004,0.02101073,0.00345293,0.10156577,0.02872306,0.04359165,0.06232112,0.04530158,0.04708634,-0.08054537,-0.02998906,-0.00358078,0.03146946,-0.04452893,0.04901535,0.02648601,-0.00716491,0.02547907,0.03020881,-0.0460973,0.02297405,-0.03181076,-0.08983538,-0.01270495,-0.00592378,-0.01899926,0.01722674,0.03026692,-0.3215414,0.04056554,-0.03843118,0.01560913,0.00757213,0.02649632,-0.02405553,-0.0633602,-0.0433456,-0.00247036,-0.01549849,0.08688881,0.02274406,-0.01831741,-0.01869803,0.02773265,0.03539933,0.00889383,0.00914799,-0.03240704,-0.02773684,0.02718677,0.20248215,-0.03143805,-0.01965145,-0.05487562,0.01055987,0.04033791,0.03066285,0.03604039,-0.01618581,0.00872249,0.10183316,0.0187094,-0.0167835,0.04357783,-0.04892713,-0.01269673,0.01926019,-0.01929923,-0.0791046,0.04547805,-0.02338567,0.02883276,0.09016607,0.00430973,-0.0332653,-0.07350153,-0.00336563,0.00703402,-0.04540084,-0.02119022,-0.05091315,0.04324109,-0.01644204,0.06047112,0.02154358,-0.01236352,-0.04257121,-0.03809696,0.04018154,0.01018063,0.00967835,0.03334925,0.02010932],"last_embed":{"hash":"5d2axq","tokens":249}}},"text":null,"length":0,"last_read":{"hash":"5d2axq","at":1762477488286},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論#他の言語とのコンパイル時計算のパラダイム比較","lines":[125,137],"size":310,"outlinks":[],"class_name":"SmartBlock","last_embed":{"hash":"5d2axq","at":1762477488286}},
+"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論#他の言語とのコンパイル時計算のパラダイム比較#{1}": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.05354764,-0.0082747,0.01331304,-0.0176655,0.04950814,0.00876892,-0.0826331,0.05574272,0.00115596,0.00778967,0.00184821,-0.05251436,0.04124216,0.02165458,0.01293822,-0.03679167,0.0261662,0.02360866,-0.05632243,-0.02545768,0.1409099,-0.05175858,0.02828406,-0.0075664,0.04258155,0.01816229,0.02584773,-0.01666953,-0.00638685,-0.17867589,-0.01252419,0.00274353,0.06438706,0.01356588,0.0164945,0.06911512,-0.02290405,0.0671405,-0.02517462,0.0567119,0.00487667,0.00546848,-0.01160634,0.01044459,0.00990117,-0.04105087,-0.01303538,-0.0354224,-0.0004126,-0.04952952,-0.14757259,-0.04051235,-0.00310382,0.02461938,-0.00736222,0.0214311,0.06544485,-0.02381277,0.02098256,0.05398583,0.01383714,0.04353082,-0.25546253,0.03381148,0.0408212,-0.00558852,-0.08655811,-0.05370878,-0.01954572,0.05746138,-0.07152193,-0.01413343,0.06374872,0.03705161,0.04604644,0.02851039,-0.04743674,-0.09360219,-0.03398814,-0.01820019,-0.01686044,0.05130817,-0.00031303,-0.00592809,-0.02590952,-0.01251697,0.05169059,-0.01396344,0.0200652,0.02573698,-0.03854485,-0.03234422,-0.00216944,0.03521465,-0.07995667,-0.03595788,-0.00180553,0.02273417,0.03483708,0.11333429,-0.02446042,-0.01004651,0.02290409,-0.03827025,0.04474521,-0.01709079,-0.00393135,-0.03526002,0.01745768,0.02755917,0.0267687,-0.00446021,0.00608287,-0.05524122,-0.0076454,-0.05455285,0.05896554,-0.01577613,-0.00973212,-0.02363705,0.04035645,0.00135216,0.02877367,0.00467747,0.0648768,0.01059721,0.0660456,0.05534249,0.03977589,0.01916346,0.04147332,0.03696641,-0.05875565,-0.03919715,-0.02425111,0.03468691,-0.00991861,-0.00381677,0.01489335,-0.01131777,-0.02107497,-0.11077889,-0.01841071,-0.08191756,-0.0725164,0.15379722,-0.03880214,-0.00252538,0.01696575,0.0202873,0.00191227,0.07897206,-0.01863818,-0.01392915,0.01328669,-0.07517201,0.04983236,0.13022682,-0.05035007,-0.0161484,-0.02004398,-0.06734454,-0.0535569,0.17078318,0.0432464,0.00785401,-0.01637303,0.05628623,0.00401297,-0.00817416,0.02638351,-0.00440369,-0.02514584,-0.00508825,0.04776342,0.0348256,0.05506023,-0.01252015,-0.05244174,0.02844492,-0.01601552,0.00230741,-0.03466415,0.0406,-0.01183675,-0.04620934,0.00168126,-0.03001753,0.01672403,0.03148098,-0.08087943,0.03049146,0.01817265,0.01852015,-0.05777793,-0.01416007,-0.00819232,-0.04406005,-0.07227714,-0.04372453,0.10427398,0.08605395,-0.05466661,-0.03472339,0.06811625,-0.01001498,0.02704802,-0.00131655,0.01481991,0.00673614,-0.05224403,-0.00614156,0.06282431,0.05540049,-0.02909556,0.0384682,-0.02320017,-0.00670225,0.03495051,0.0764755,0.01283407,-0.04109511,-0.10948134,-0.21964705,0.02039553,0.0175747,-0.06708188,-0.02953955,0.00604584,0.06750283,-0.06888874,0.08151538,0.03224523,0.07755911,0.02245344,-0.02233441,-0.0117875,-0.03093796,0.00239587,0.02717034,-0.03990719,-0.02125391,0.04060275,0.00000777,-0.01231022,-0.00266819,-0.03508342,0.0022466,-0.00966158,0.13767958,0.06545276,-0.02344803,-0.02021913,0.05777166,0.01815623,-0.00452119,-0.06299658,0.02945889,0.00704307,-0.02854396,-0.03931006,0.00333886,-0.03482585,0.00964379,0.05062173,-0.02493727,-0.03868276,-0.02786217,-0.0235719,-0.01626064,0.03271999,-0.02699999,0.02506843,0.00600259,0.03706589,0.07598251,0.01266831,0.00495858,-0.0199851,-0.03945766,-0.01967406,-0.03279326,0.03280362,0.0538767,0.05187738,-0.001162,-0.05852271,-0.0066928,0.00769433,-0.03963743,0.01446747,0.03766579,0.0208514,0.00140304,0.09739099,0.02843895,0.04728953,0.0634038,0.04281508,0.04858855,-0.08099022,-0.02996199,-0.00160196,0.03143996,-0.0435105,0.04746226,0.02340205,-0.00616987,0.02326291,0.02999529,-0.04527518,0.02306809,-0.03242096,-0.08870462,-0.01296086,-0.00322678,-0.01483965,0.01248895,0.02813549,-0.31866544,0.03622957,-0.03937647,0.02008737,0.00609357,0.02386583,-0.02600879,-0.06293986,-0.0431182,-0.00423314,-0.01892471,0.08851079,0.02024191,-0.0192767,-0.01836251,0.02971843,0.04140426,0.00829541,0.00777334,-0.03245528,-0.02441288,0.02777397,0.200404,-0.03358318,-0.02014096,-0.05644648,0.01061003,0.04251413,0.02670905,0.03991746,-0.01652061,0.00790925,0.10247314,0.02206398,-0.01351755,0.04894224,-0.0516058,-0.01324113,0.01899085,-0.01948535,-0.08072253,0.04542053,-0.02499408,0.02941866,0.09047022,0.00159566,-0.03296809,-0.06853582,-0.00381246,0.00550108,-0.04396196,-0.01964808,-0.04987939,0.04257169,-0.01774301,0.05720247,0.0219064,-0.00625397,-0.0446549,-0.03922057,0.03850904,0.01244218,0.00529839,0.0294263,0.02206863],"last_embed":{"hash":"1xumh32","tokens":247}}},"text":null,"length":0,"last_read":{"hash":"1xumh32","at":1762477488318},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論#他の言語とのコンパイル時計算のパラダイム比較#{1}","lines":[127,137],"size":282,"outlinks":[],"class_name":"SmartBlock","last_embed":{"hash":"1xumh32","at":1762477488318}},
+
+"smart_sources:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md": {"path":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md","embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.04828151,-0.01517538,0.00906407,-0.02771934,0.0346327,0.03131747,-0.07433163,0.05349542,0.04490082,0.01965595,0.01266471,-0.06406876,0.05357479,0.06090457,0.01119192,-0.01839614,0.01343946,-0.05031481,-0.05249674,-0.01529202,0.15580373,-0.03936385,0.03425002,-0.02554833,0.07515801,0.01809142,-0.02068525,-0.01750689,-0.03466494,-0.16523767,-0.03803512,0.01336498,0.07223744,0.01510463,0.04782869,0.00581932,0.01245751,0.04683775,0.00254673,0.0555324,-0.03629488,-0.01094309,0.02718189,-0.00355795,0.04005891,-0.01990458,-0.00852871,-0.06313202,-0.03140478,-0.04536589,-0.10422902,-0.05982641,-0.01230383,0.00961585,0.02790446,0.00789597,0.05847933,-0.01783372,0.00962032,0.05866222,0.02601361,0.02793916,-0.26979953,0.03068163,0.04220859,-0.02868266,-0.09173433,-0.01738752,0.04289103,0.00881162,-0.04722809,0.01127,0.00865429,0.01916429,0.05378183,0.01841501,-0.02490663,-0.06524423,-0.00376066,-0.05247312,-0.02755183,0.05732418,0.00990725,-0.01220547,-0.03824747,-0.00843847,0.01876927,-0.03669746,0.01521502,0.01983664,-0.03068997,-0.01119069,0.00723592,0.04254078,-0.07500538,-0.02017346,0.00737649,0.02642949,-0.00334695,0.10357308,-0.05101009,0.01874861,0.01516039,-0.05401858,0.00590946,-0.03667465,-0.03839323,-0.06115799,0.0197215,0.00779143,-0.02837518,0.00121944,0.02866922,-0.04798699,0.00549502,-0.00813572,0.08344332,-0.01335388,-0.00865675,-0.00063084,0.02530398,0.00918458,0.00240348,-0.01560623,0.01151494,-0.00367678,0.02644916,0.03362491,0.01652312,-0.01465121,0.05391981,0.06000238,-0.05424735,-0.00738959,-0.00509272,0.016466,-0.02713678,-0.02250965,0.00103689,-0.01681723,-0.03387734,-0.1262223,-0.02317294,-0.07803225,-0.0993823,0.13967071,-0.05487924,0.0037463,0.01944356,-0.00859239,-0.02780228,0.07710917,-0.01516016,-0.02220491,0.03305377,-0.046662,0.05833658,0.12733957,-0.04814702,0.00154395,-0.03401837,-0.07626993,-0.03019551,0.12612537,0.01753052,-0.02773548,-0.02056631,0.06055476,0.01855475,-0.07090388,0.01431209,-0.00334048,0.0192597,-0.0163972,0.06738758,0.09683182,0.09598109,0.01006411,-0.03882705,0.03970144,-0.0056285,-0.02739967,-0.04006793,0.04103617,-0.01597453,-0.03552204,0.01427345,-0.02259326,0.03801757,-0.0061365,-0.07310129,0.01698487,0.00697032,0.02971563,-0.05128564,-0.05741592,-0.03495617,-0.02246238,-0.00175471,-0.09074894,0.09930959,0.04973929,-0.04062723,-0.03351645,0.0581498,-0.00161241,0.03940171,-0.02528874,0.02956435,0.03717725,-0.03659784,-0.01004796,0.06004794,0.04462557,0.00403185,0.02965445,0.01801541,-0.00083918,0.04804205,0.10274957,0.02774204,-0.00718372,-0.08810395,-0.20157294,-0.00123127,0.03808947,-0.05720103,-0.01283234,0.01548595,0.0508883,-0.07616311,0.1036773,0.07479197,0.0782224,0.07044954,-0.05976588,-0.00697534,0.00523593,-0.00695681,0.03794569,-0.04291292,-0.02160001,0.05070641,0.0219473,-0.01061888,0.00747226,-0.00539579,0.04408463,0.0056252,0.09495005,0.04071087,-0.04288275,-0.02625296,0.05390524,0.01512447,-0.00758446,-0.09228418,0.05613212,0.00679654,-0.04823154,-0.01277082,-0.01320283,-0.05947952,0.01742423,0.02438481,0.00880528,-0.04446401,-0.04157336,-0.05577935,-0.02345069,-0.00571509,-0.05351062,0.04255898,0.04080776,0.0058984,0.09423952,0.03665904,-0.00573552,-0.0163237,-0.01047603,-0.0047753,0.00098078,0.0038746,0.0290133,0.00651435,-0.01357754,-0.06995568,-0.02247181,-0.00204834,0.00736542,0.02645969,-0.02296801,0.04411576,0.02171151,0.13010088,0.01360519,0.02589878,0.05473169,0.04284343,0.00254366,-0.07819048,-0.00619903,0.00189728,0.03881833,0.00250697,0.08441199,0.05166014,-0.02431281,0.0133683,0.0373925,-0.05107107,0.01429161,-0.01447571,-0.06571983,-0.04141194,-0.01259902,0.00025455,0.03408977,-0.00500045,-0.32317805,0.02471129,-0.04988255,0.01206101,0.02758442,0.01801583,-0.01669815,-0.01008383,-0.03663532,0.03667895,-0.05621309,0.07594997,0.03049136,-0.07207087,0.00564484,0.0160503,0.00793649,-0.01916395,0.0020979,-0.03888035,-0.02610042,0.0267573,0.19182304,-0.03084715,-0.0162387,-0.03340451,-0.01744382,0.04894535,0.0865764,-0.00904047,-0.01427078,-0.01819906,0.09689737,0.0288652,0.00989372,0.0192777,-0.0458016,0.01426494,-0.01774603,-0.04559176,-0.04665128,0.04634793,-0.01519447,0.01683944,0.09266575,0.00675044,-0.05653271,-0.06239571,-0.01588566,0.00085946,-0.0232172,-0.02307927,-0.03829979,0.0326874,0.02379701,0.06903826,0.04876067,0.01747691,-0.02991226,-0.01490318,0.03111873,0.01207038,0.00871143,0.05328949,0.03322826],"last_embed":{"hash":"1b4rh4w","tokens":494}}},"last_read":{"hash":"1b4rh4w","at":1762477634229},"class_name":"SmartSource","last_import":{"mtime":1762477621498,"size":15876,"at":1762477633892,"hash":"1b4rh4w"},"blocks":{"#---frontmatter---":[1,3],"#paper #research":[4,201],"#paper #research#{1}":[6,6],"#paper #research#概要":[7,16],"#paper #research#概要#{1}":[9,16],"#paper #research#背景とモチベーション":[17,42],"#paper #research#背景とモチベーション#{1}":[19,42],"#paper #research#mimium and lambda-mmm":[43,60],"#paper #research#mimium and lambda-mmm#{1}":[45,60],"#paper #research#多段階計算":[61,71],"#paper #research#多段階計算#{1}":[63,67],"#paper #research#多段階計算#シンタックス":[68,71],"#paper #research#コールツリーの解析":[72,84],"#paper #research#コールツリーの解析#{1}":[74,76],"#paper #research#コールツリーの解析#{2}":[77,84],"#paper #research#状態構造ツリー同士の比較":[85,121],"#paper #research#状態構造ツリー同士の比較#{1}":[87,107],"#paper #research#状態構造ツリー同士の比較#サンプルコード":[108,121],"#paper #research#状態構造ツリー同士の比較#サンプルコード#{1}":[110,121],"#paper #research#議論":[122,189],"#paper #research#議論#他の言語とのコンパイル時計算のパラダイム比較":[125,141],"#paper #research#議論#他の言語とのコンパイル時計算のパラダイム比較#{1}":[127,141],"#paper #research#議論#ライブ状態更新のエッジケース":[142,189],"#paper #research#議論#ライブ状態更新のエッジケース#{1}":[144,189],"#paper #research#将来的な展望":[190,201],"#paper #research#将来的な展望#{1}":[193,201]},"outlinks":[{"title":"mimium","target":"mimium","line":9}],"metadata":{"date":"2025-09-25 11:42","tags":["#paper","#research"]},"task_lines":[],"last_embed":{"hash":"1b4rh4w","at":1762477633895}},"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.05305165,-0.02131777,-0.00460919,-0.02765912,0.03667482,0.03955282,-0.05809369,0.06714334,0.05479448,0.01785045,0.01034012,-0.04043397,0.04966382,0.04289519,0.00679394,-0.02399719,0.01538501,-0.02826487,-0.05494478,0.00252759,0.15030657,-0.04935196,0.03865767,-0.01414025,0.06966253,0.01230427,-0.03078215,-0.02194306,-0.03309644,-0.17617911,-0.0336648,0.02183954,0.0713748,0.02834397,0.05963708,0.03024182,0.00940031,0.03428406,0.03004379,0.05489641,-0.04084104,-0.02425746,0.04115603,-0.00194957,0.04651831,-0.02505615,-0.00101823,-0.06232764,-0.02216318,-0.04633263,-0.11126918,-0.06017183,-0.01773292,0.00732044,0.01757481,0.00324232,0.0677527,-0.02218617,0.01249039,0.05774394,0.02183244,0.04365542,-0.26477545,0.03579942,0.04757267,-0.02219603,-0.12620749,-0.01391987,0.02794799,0.01329045,-0.05307355,0.03402009,0.02835876,0.01539639,0.05658627,0.01868691,-0.01885606,-0.05750913,-0.00007373,-0.05132108,-0.03805993,0.06151721,0.0161479,0.00673397,-0.0695793,-0.01086889,0.01146972,-0.04170642,0.02818804,0.00529602,-0.01710762,-0.00207915,0.00204895,0.04771388,-0.0755401,-0.04726836,0.01149679,0.03772232,0.01354925,0.11109209,-0.03855068,-0.01536815,0.043624,-0.04561621,0.00003371,-0.04696725,-0.04243869,-0.06007,0.01769754,0.02363017,-0.03351101,-0.00138016,-0.00149798,-0.03969968,0.01017711,-0.02974381,0.04688552,-0.02643005,-0.01606348,-0.01257096,-0.01163082,0.02646553,-0.01837804,-0.00566417,0.01010715,-0.03137193,0.02897568,0.03633857,0.02799738,-0.01022369,0.03354931,0.05080539,-0.03188975,-0.00975508,-0.01808518,0.01488023,-0.02728484,-0.00420602,-0.00158298,-0.01212768,-0.01296676,-0.08728257,-0.02059253,-0.07247036,-0.09982269,0.1373214,-0.04372194,0.00141935,0.00471724,0.00115684,-0.0155437,0.07760198,-0.03437773,0.00328576,0.03034563,-0.04152863,0.05655668,0.12697791,-0.04099557,-0.00481028,-0.02982157,-0.06571953,-0.02423371,0.14094977,-0.00280944,-0.01026399,-0.03010787,0.06173792,-0.01197223,-0.06995569,0.01559451,-0.01171192,0.02501544,-0.01743277,0.03734633,0.09261686,0.07631091,0.00103737,-0.03125668,0.03975879,-0.00323993,-0.01636389,-0.05200344,0.03103375,-0.00044164,-0.02885709,0.01088034,-0.02272678,0.03452893,-0.01194318,-0.0791119,0.0236667,0.00740386,0.02081781,-0.06916273,-0.04443669,-0.03585468,-0.04650937,-0.00929128,-0.09934465,0.0957744,0.07356511,-0.04407132,-0.02127462,0.0546765,0.01458576,0.03978234,-0.01454046,0.0297541,0.03385069,-0.05273765,-0.01311928,0.05157098,0.03430698,0.00450172,0.03359238,0.02493032,-0.01014278,0.06325986,0.12154286,0.04586062,-0.02895079,-0.09905864,-0.19964638,-0.0152469,0.03030021,-0.05567022,-0.00060414,0.01246954,0.05363091,-0.06095795,0.08624685,0.0685174,0.075458,0.06774232,-0.08129292,-0.0020805,0.01757476,-0.00851993,0.02658246,-0.04834688,-0.02121537,0.04454381,0.0277817,-0.01030642,0.00539006,0.01338721,0.06147848,0.0038726,0.10350633,0.02109827,-0.02945659,-0.01584769,0.03888547,0.01475751,-0.0043835,-0.0864546,0.05506739,0.01670569,-0.04712469,-0.00851639,-0.01417162,-0.06087525,0.02040174,0.02389893,0.00439963,-0.03734075,-0.03449623,-0.05112652,-0.02436617,-0.01004414,-0.05678099,0.04026122,0.0289415,0.01542513,0.07900098,0.02136592,-0.00947063,-0.00430519,-0.00429446,0.00876955,-0.01665016,-0.00341938,0.03141034,-0.00517849,0.02529539,-0.08080477,-0.009181,0.01532251,0.00455376,0.03501329,-0.01669497,0.04849096,0.0337833,0.13587093,0.02463317,0.03521845,0.04628879,0.05230765,0.02305585,-0.08068144,-0.00620677,-0.00493553,0.03605724,0.01197882,0.07791174,0.02134706,-0.03903726,0.01759657,0.03640696,-0.06221757,0.00466893,-0.02184369,-0.07620936,-0.02674126,-0.00974305,0.01412608,0.03573661,-0.02164392,-0.31421795,0.0125406,-0.06028922,0.02303398,0.01354096,0.0191188,-0.00924837,0.00440209,-0.02155167,0.019902,-0.05601671,0.06714697,0.03454771,-0.07272557,-0.01206355,0.02259349,0.00069158,-0.0227101,0.01849277,-0.03552385,-0.02899748,0.02203527,0.19910337,-0.05137444,-0.0174395,-0.05278772,0.00141557,0.05100289,0.06882436,-0.02031486,0.01340198,-0.02049552,0.08784023,0.02604419,0.02756873,0.02095663,-0.04530812,0.01906299,-0.00947211,-0.06504705,-0.03458317,0.04609346,-0.03260355,-0.00824022,0.07561147,0.012397,-0.04431883,-0.06129589,-0.01784478,0.00419804,-0.02689891,-0.02223814,-0.05713415,0.02586049,0.04669974,0.05857692,0.03349359,0.00777195,-0.02292826,-0.00511535,0.03488215,0.01499256,0.02317745,0.07511513,0.0347332],"last_embed":{"hash":"y9mq5e","tokens":483}}},"text":null,"length":0,"last_read":{"hash":"y9mq5e","at":1762477634038},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research","lines":[4,201],"size":6605,"outlinks":[{"title":"mimium","target":"mimium","line":6}],"class_name":"SmartBlock","last_embed":{"hash":"y9mq5e","at":1762477634038}},
+"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.05649022,-0.0110453,0.01943213,-0.01686101,0.05207247,0.00180794,-0.08712135,0.056864,0.01394724,0.01568917,-0.00321401,-0.0542362,0.05954331,0.03309214,0.0141738,-0.04050083,0.01790253,0.01614497,-0.05251325,-0.01685868,0.12983513,-0.06089288,0.02969632,-0.01224877,0.0390358,0.01129754,0.02563419,-0.00750192,-0.00179333,-0.1826649,-0.00766936,0.00802077,0.06463695,0.02034365,0.01144886,0.06351696,-0.02497611,0.05711873,-0.03353453,0.05066583,0.00531101,-0.00799267,-0.00277896,0.00827785,0.0114024,-0.03789573,-0.03259351,-0.05088641,-0.0185129,-0.03142248,-0.13614365,-0.04797505,-0.01421368,0.03037512,-0.00930957,0.02174754,0.06869967,-0.0266192,0.02141337,0.05316147,0.01285572,0.04925615,-0.26353979,0.01869784,0.04858906,-0.00881059,-0.08894632,-0.05489289,-0.01633157,0.04604988,-0.06914234,-0.00877851,0.07302956,0.03222823,0.05180147,0.03028373,-0.05667026,-0.09157818,-0.02721691,-0.01364286,-0.01698602,0.05566445,0.0001685,0.00806264,-0.03293211,0.00001258,0.0537553,-0.01287151,0.03872207,0.03449534,-0.02595578,-0.02712277,-0.0042928,0.02598564,-0.07214209,-0.03524915,-0.0019254,0.03168963,0.01991853,0.10383741,-0.02530515,-0.01741262,0.01882151,-0.04101356,0.03785263,-0.01772786,-0.01711863,-0.04052521,0.02910034,0.03893521,0.01957843,0.00204676,0.00405004,-0.05481921,-0.01516579,-0.04501933,0.0590759,-0.01833848,-0.00470364,-0.02996828,0.03277797,-0.00045539,0.01908695,-0.00572238,0.06803694,0.00944438,0.05030766,0.05243229,0.03403404,-0.00125593,0.03637259,0.02679073,-0.07481582,-0.03666646,-0.03809644,0.02199151,-0.00977008,-0.00030192,0.00718448,-0.01513201,-0.01757182,-0.10828488,-0.01218316,-0.08665947,-0.07612976,0.14805517,-0.03670953,-0.00912662,0.00316435,0.02178426,0.00670364,0.0784678,-0.03115978,-0.0198827,0.01464539,-0.08096956,0.0368431,0.12905763,-0.04686939,-0.01851905,-0.02445733,-0.05958876,-0.06129374,0.16615298,0.03056777,0.00538017,-0.00531888,0.07256241,0.00477897,-0.01294869,0.03584347,-0.00247823,-0.01960236,-0.02887447,0.04796856,0.02678546,0.05183539,-0.00173936,-0.05053106,0.04319271,-0.01088545,-0.00024095,-0.0425234,0.04141104,0.00500824,-0.05895803,-0.00291508,-0.02628544,0.01646478,0.02849186,-0.08097976,0.02423322,0.02436251,0.01841907,-0.04717551,-0.01274593,-0.01843818,-0.04203445,-0.04611,-0.03765989,0.11130331,0.08259544,-0.04359366,-0.02111992,0.06015415,0.00238426,0.03551414,0.00243361,0.01817944,0.02244421,-0.05322489,-0.01456633,0.05232238,0.05636234,-0.02212137,0.03469393,-0.0240253,0.00897872,0.04960996,0.09648682,0.01034056,-0.03062054,-0.11365549,-0.21112992,0.00072,0.00925624,-0.04472816,-0.02509029,0.00405188,0.06517786,-0.06598306,0.07654069,0.01704622,0.07927601,0.03894414,-0.03716274,-0.03095335,-0.02516491,-0.00969345,0.03441799,-0.02680122,-0.02515044,0.02996903,-0.00403201,-0.0058122,0.0103691,-0.02684511,-0.0007937,-0.00174229,0.14003585,0.04148018,-0.03772981,-0.01043418,0.06663002,0.01457967,0.00204012,-0.0687317,0.03209775,0.00440994,-0.02928624,-0.02256093,-0.00103077,-0.01573516,0.00566299,0.04142968,-0.02091593,-0.03825657,-0.0394478,-0.02287078,-0.0066049,0.02478976,-0.03190714,0.02400674,0.00411638,0.0335211,0.08252775,0.0069315,0.0074108,-0.02155457,-0.03773591,-0.02319448,-0.02620555,0.02632751,0.0503212,0.03798183,-0.00347907,-0.05177587,0.00066195,-0.00228926,-0.02780128,0.02328489,0.03306997,0.01615529,0.01641416,0.12641628,0.0211584,0.05560865,0.06442355,0.03276485,0.04648127,-0.06772411,-0.03252975,0.00706328,0.03296016,-0.03708782,0.04046188,0.02383178,-0.01837012,0.02305641,0.03400091,-0.05261694,0.01937231,-0.03205014,-0.10036457,-0.01552222,-0.0066095,-0.01520814,0.00974887,0.03649886,-0.31416395,0.03512597,-0.04833518,0.01997292,-0.00570287,0.02842406,-0.03049319,-0.06326356,-0.03337179,-0.00506393,-0.02086854,0.09889393,0.02301815,-0.01883685,-0.02527714,0.03489568,0.03007659,0.01266891,0.01791279,-0.03492492,-0.04148696,0.0241223,0.20073985,-0.04003082,-0.01727718,-0.0466428,0.01767943,0.04649815,0.02963552,0.04009696,-0.02982919,0.01638758,0.11275851,0.01619574,-0.02605383,0.02788053,-0.05456555,-0.01964555,0.01840577,-0.01401611,-0.06538843,0.04568002,-0.00449888,0.02630811,0.10098957,0.000185,-0.02448324,-0.08932588,0.00276311,-0.00019954,-0.05284214,-0.01531017,-0.05376473,0.04722131,0.00406652,0.06533512,0.03513494,-0.0058973,-0.03294473,-0.0376777,0.04508805,0.0079123,0.00851364,0.03547307,0.01850655],"last_embed":{"hash":"obp6ub","tokens":459}}},"text":null,"length":0,"last_read":{"hash":"obp6ub","at":1762477634119},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論","lines":[122,189],"size":1907,"outlinks":[],"class_name":"SmartBlock","last_embed":{"hash":"obp6ub","at":1762477634119}},
+"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論#他の言語とのコンパイル時計算のパラダイム比較": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.05621305,-0.01728668,0.02068814,-0.01897054,0.04769984,0.00169507,-0.0891039,0.05413664,0.01145058,0.01870314,-0.00236451,-0.05334686,0.05788311,0.02809855,0.01797897,-0.04124239,0.02569712,0.02499923,-0.0561106,-0.01977916,0.1327062,-0.05315763,0.02334141,-0.00241807,0.03944314,0.01293154,0.0282475,-0.00498466,-0.00403861,-0.17940252,-0.00938985,0.00704101,0.06149384,0.01595939,0.01213898,0.06353039,-0.03576588,0.05626557,-0.0337996,0.0523357,0.00246005,-0.00158099,-0.00198172,0.00565107,0.01346861,-0.04068877,-0.02898585,-0.04668779,-0.01167984,-0.03572778,-0.13793109,-0.03791539,-0.01345844,0.02895183,-0.00275236,0.02309686,0.06659315,-0.02044897,0.02514575,0.05570282,0.01226537,0.04894872,-0.2517345,0.02168345,0.04434612,-0.00944715,-0.08368028,-0.05260509,-0.02229317,0.04947426,-0.06506841,-0.00933969,0.07052535,0.03416804,0.04155767,0.02532613,-0.05243278,-0.0892057,-0.03883031,-0.01171879,-0.0227846,0.05596529,-0.00512093,-0.00411926,-0.02442585,0.00394772,0.05513526,-0.01809541,0.03214614,0.03406931,-0.02884581,-0.02738712,-0.00173754,0.02519068,-0.07230007,-0.0372826,-0.00352148,0.03258454,0.02001861,0.09798207,-0.02304939,-0.0234628,0.02129058,-0.04536685,0.04324474,-0.01822133,-0.01247212,-0.03918274,0.02485641,0.03408939,0.02023892,-0.00218485,0.00815638,-0.06205809,-0.01567804,-0.04617116,0.05508141,-0.01968309,-0.00221334,-0.03079077,0.04614527,-0.00293744,0.02182724,-0.00302284,0.07140763,0.01228074,0.05809398,0.05170101,0.03876529,0.00912124,0.03353184,0.02743655,-0.06971832,-0.0308862,-0.03062114,0.01765025,-0.00669397,0.00147148,0.01484972,-0.01511785,-0.02258437,-0.12086594,-0.02055718,-0.08629851,-0.06745505,0.14308943,-0.04383342,-0.01071512,0.00400919,0.02476801,0.00877764,0.07862133,-0.02850001,-0.02014806,0.01437296,-0.0802267,0.04337146,0.12572981,-0.05383405,-0.01544532,-0.01821629,-0.06670146,-0.06022205,0.16246749,0.03233996,0.0035406,-0.00363853,0.06421755,-0.00257044,-0.00753001,0.0337033,-0.00181849,-0.02171963,-0.02811283,0.05615474,0.03312988,0.05659438,-0.00925095,-0.05338281,0.04334801,-0.01126192,0.00370366,-0.03937196,0.03932074,0.00355464,-0.06172727,-0.00114732,-0.03085054,0.01542536,0.02444364,-0.08450379,0.02578516,0.01922033,0.0184691,-0.04919478,-0.00928916,-0.01738182,-0.03737034,-0.0445596,-0.03948553,0.11634875,0.08496948,-0.04367736,-0.03021665,0.05743744,0.00260062,0.03191439,0.0047814,0.01122028,0.02154794,-0.05573827,-0.01245214,0.05718343,0.05736514,-0.02001251,0.03483488,-0.03065565,0.01608023,0.04207943,0.08699233,0.01055144,-0.03122237,-0.11340141,-0.21709572,0.01165792,0.01517902,-0.04701912,-0.03462476,-0.00025606,0.06552189,-0.07189857,0.07319785,0.01097473,0.08478943,0.03494605,-0.02858977,-0.03243643,-0.0267641,-0.00594754,0.03664519,-0.02443805,-0.01946778,0.03497121,-0.00665515,0.00001501,0.01461804,-0.02727555,0.00061119,-0.00183787,0.13917772,0.04657752,-0.03714967,-0.0145221,0.0714832,0.01576875,-0.00033144,-0.05952255,0.03696187,0.00020667,-0.03032417,-0.02732143,0.00283166,-0.01361649,0.00750792,0.04640046,-0.02537684,-0.03929438,-0.03560712,-0.0249976,-0.00355666,0.02493097,-0.03229978,0.02321076,0.0041526,0.03392116,0.08564124,0.0139934,0.01187266,-0.02154526,-0.03664789,-0.025637,-0.02922067,0.02889653,0.05076024,0.04432858,-0.01008847,-0.05053541,-0.00290275,0.00014916,-0.02888539,0.01534332,0.03581299,0.01506442,0.00405734,0.11438921,0.02496244,0.05196304,0.06345096,0.03422927,0.04313069,-0.05868118,-0.03064907,0.00709652,0.02878457,-0.03219139,0.04145784,0.0236617,-0.02144849,0.0190991,0.03679453,-0.04820373,0.01772218,-0.02904693,-0.10230327,-0.0142896,-0.00123419,-0.0087663,0.00823181,0.02969215,-0.31680974,0.02969872,-0.05068683,0.01878973,-0.00465704,0.03182191,-0.0356661,-0.06603409,-0.04372332,-0.00743342,-0.01845439,0.10093024,0.02309106,-0.02042421,-0.02370599,0.03045106,0.02786056,0.01155719,0.02235379,-0.03286094,-0.03981866,0.0258176,0.20385958,-0.03523193,-0.01979255,-0.0480246,0.01263569,0.04852444,0.03342843,0.04664276,-0.03402861,0.01770983,0.12569061,0.01743258,-0.02901344,0.02181077,-0.05549163,-0.01867759,0.02607773,-0.01619235,-0.06944988,0.05176258,-0.00631671,0.02615781,0.09649955,0.00125324,-0.03164569,-0.08393898,0.00651624,0.00318165,-0.05297301,-0.01629493,-0.04727652,0.04868834,0.00187857,0.06731827,0.02561797,-0.00897934,-0.03758239,-0.04202878,0.04544532,0.00304939,0.01134158,0.03021438,0.01637746],"last_embed":{"hash":"1609emw","tokens":452}}},"text":null,"length":0,"last_read":{"hash":"1609emw","at":1762477634189},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論#他の言語とのコンパイル時計算のパラダイム比較","lines":[125,141],"size":535,"outlinks":[],"class_name":"SmartBlock","last_embed":{"hash":"1609emw","at":1762477634189}},
+"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論#他の言語とのコンパイル時計算のパラダイム比較#{1}": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.05527974,-0.01237208,0.0243382,-0.01716628,0.04789292,0.00177745,-0.09145424,0.05356728,0.00694671,0.0206582,-0.00295887,-0.05194402,0.05346154,0.03010805,0.01739631,-0.04140646,0.02760793,0.02488701,-0.05327742,-0.02290146,0.13339242,-0.05514631,0.02774749,-0.00418148,0.03954238,0.01617178,0.02828122,-0.00616934,-0.00551566,-0.1789003,-0.00887393,0.00266045,0.06182534,0.01520207,0.01090571,0.063871,-0.03861093,0.05946839,-0.0372628,0.05097422,0.00303052,0.00212272,-0.00278364,0.00717935,0.01348418,-0.03890288,-0.02646014,-0.04612668,-0.01026281,-0.03807355,-0.13898312,-0.03946539,-0.00870892,0.02642713,-0.00207826,0.02288315,0.06715355,-0.01816521,0.0239516,0.05803541,0.00944488,0.04725954,-0.25258705,0.02394804,0.04448476,-0.00898633,-0.0806307,-0.05643673,-0.02184682,0.04673318,-0.06853347,-0.01100385,0.07010009,0.03694659,0.04254596,0.0235845,-0.04994353,-0.09250365,-0.04046673,-0.00883148,-0.02318543,0.05325567,-0.00839406,-0.00401489,-0.02247509,0.00341307,0.05881948,-0.01728642,0.03279483,0.03419599,-0.03089247,-0.03067698,-0.00173411,0.02320741,-0.07010879,-0.03738803,-0.00116334,0.03073138,0.02027125,0.10021214,-0.01875529,-0.0187129,0.01776099,-0.04437046,0.04589889,-0.01579035,-0.01323167,-0.0366479,0.02540696,0.02957908,0.02346845,-0.0042428,0.00649748,-0.05940454,-0.01458752,-0.04706438,0.05464889,-0.0204246,-0.00347726,-0.02813109,0.04644287,-0.0047714,0.01925647,-0.00291974,0.07011651,0.01105639,0.05996452,0.05245363,0.03498413,0.01068645,0.03765489,0.02625463,-0.07236004,-0.03157697,-0.0285226,0.02256634,-0.00885939,0.00150463,0.01600445,-0.0167321,-0.02295033,-0.12003563,-0.02251073,-0.08546899,-0.06805044,0.14099398,-0.04364683,-0.00896354,0.00562887,0.02625294,0.00971025,0.07811537,-0.0244441,-0.01773963,0.01552077,-0.07828585,0.04380489,0.1263375,-0.05300298,-0.01591,-0.01651257,-0.06886336,-0.0593264,0.15984653,0.03409276,0.00742226,-0.00010326,0.0584179,0.002292,-0.00530411,0.03392981,-0.00787408,-0.02151279,-0.02242457,0.0537911,0.03343453,0.05680878,-0.00609464,-0.05063933,0.04279286,-0.01371772,0.00310598,-0.03991075,0.03917606,-0.00147654,-0.05971025,0.00143572,-0.03066872,0.01380895,0.02692497,-0.08246019,0.03161606,0.01933954,0.01663199,-0.04849536,-0.00770847,-0.0148834,-0.03717089,-0.04936751,-0.03876274,0.11483635,0.08507607,-0.0448394,-0.03138517,0.06091898,-0.0005615,0.0286716,0.00038447,0.01512528,0.01750813,-0.05743803,-0.01208302,0.05800084,0.05663814,-0.02524084,0.03402946,-0.03040697,0.01342353,0.04162385,0.08245582,0.0096015,-0.03482967,-0.11619836,-0.21828835,0.01761416,0.01326205,-0.05338626,-0.03152994,-0.00120055,0.06403298,-0.07580996,0.07404125,0.01441428,0.08271774,0.03468625,-0.02328788,-0.02898564,-0.02598491,-0.0083705,0.0337531,-0.02575949,-0.02049841,0.03761052,-0.00358703,-0.00137795,0.00998508,-0.02837808,-0.00045489,-0.00151093,0.14032707,0.05020894,-0.03457457,-0.01595986,0.06910837,0.015586,0.00053025,-0.05803922,0.03475223,0.00294458,-0.0250717,-0.03204879,0.00485279,-0.01535025,0.00608013,0.04929617,-0.0270377,-0.03721276,-0.03347545,-0.02307757,-0.00799276,0.02509096,-0.03517836,0.02717618,0.00220624,0.03467286,0.08348273,0.01426482,0.01072876,-0.02290116,-0.03692472,-0.02557725,-0.03252674,0.02924124,0.05282119,0.04712342,-0.00809451,-0.05187472,-0.00317429,0.00093886,-0.03100651,0.01931663,0.03956116,0.01420501,0.00300046,0.11235429,0.02570564,0.05447518,0.06629526,0.03288511,0.04682606,-0.06180562,-0.02983417,0.00856054,0.02781246,-0.03347561,0.04288142,0.02134718,-0.02033561,0.01761654,0.03842908,-0.04736691,0.01756647,-0.02955673,-0.09955933,-0.01415395,0.00093667,-0.00490268,0.00597292,0.02811887,-0.31586403,0.02696546,-0.05223274,0.02260095,-0.00574355,0.02619004,-0.03739788,-0.06657895,-0.04626789,-0.00939111,-0.02320222,0.10167902,0.02036536,-0.02288541,-0.0206333,0.03051566,0.03296644,0.01191407,0.02137662,-0.0324312,-0.03600773,0.02657294,0.20309378,-0.0347766,-0.01843895,-0.04937499,0.01190836,0.05099732,0.03145403,0.04816037,-0.03197076,0.0189617,0.12385692,0.02111225,-0.02631658,0.02828234,-0.05772553,-0.0205135,0.02392055,-0.01685191,-0.07130989,0.05184718,-0.00672763,0.02408066,0.09600636,-0.00103421,-0.03255339,-0.0821854,0.0038106,0.00111838,-0.05209078,-0.01704881,-0.04645707,0.04619801,-0.00223075,0.06339352,0.02575537,-0.00393794,-0.04099421,-0.04252965,0.04491117,0.00413643,0.00703437,0.02890872,0.01786809],"last_embed":{"hash":"1ibqy0m","tokens":450}}},"text":null,"length":0,"last_read":{"hash":"1ibqy0m","at":1762477634229},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論#他の言語とのコンパイル時計算のパラダイム比較#{1}","lines":[127,141],"size":507,"outlinks":[],"class_name":"SmartBlock","last_embed":{"hash":"1ibqy0m","at":1762477634229}},
+
+"smart_sources:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md": {"path":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md","embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.04828151,-0.01517538,0.00906407,-0.02771934,0.0346327,0.03131747,-0.07433163,0.05349542,0.04490082,0.01965595,0.01266471,-0.06406876,0.05357479,0.06090457,0.01119192,-0.01839614,0.01343946,-0.05031481,-0.05249674,-0.01529202,0.15580373,-0.03936385,0.03425002,-0.02554833,0.07515801,0.01809142,-0.02068525,-0.01750689,-0.03466494,-0.16523767,-0.03803512,0.01336498,0.07223744,0.01510463,0.04782869,0.00581932,0.01245751,0.04683775,0.00254673,0.0555324,-0.03629488,-0.01094309,0.02718189,-0.00355795,0.04005891,-0.01990458,-0.00852871,-0.06313202,-0.03140478,-0.04536589,-0.10422902,-0.05982641,-0.01230383,0.00961585,0.02790446,0.00789597,0.05847933,-0.01783372,0.00962032,0.05866222,0.02601361,0.02793916,-0.26979953,0.03068163,0.04220859,-0.02868266,-0.09173433,-0.01738752,0.04289103,0.00881162,-0.04722809,0.01127,0.00865429,0.01916429,0.05378183,0.01841501,-0.02490663,-0.06524423,-0.00376066,-0.05247312,-0.02755183,0.05732418,0.00990725,-0.01220547,-0.03824747,-0.00843847,0.01876927,-0.03669746,0.01521502,0.01983664,-0.03068997,-0.01119069,0.00723592,0.04254078,-0.07500538,-0.02017346,0.00737649,0.02642949,-0.00334695,0.10357308,-0.05101009,0.01874861,0.01516039,-0.05401858,0.00590946,-0.03667465,-0.03839323,-0.06115799,0.0197215,0.00779143,-0.02837518,0.00121944,0.02866922,-0.04798699,0.00549502,-0.00813572,0.08344332,-0.01335388,-0.00865675,-0.00063084,0.02530398,0.00918458,0.00240348,-0.01560623,0.01151494,-0.00367678,0.02644916,0.03362491,0.01652312,-0.01465121,0.05391981,0.06000238,-0.05424735,-0.00738959,-0.00509272,0.016466,-0.02713678,-0.02250965,0.00103689,-0.01681723,-0.03387734,-0.1262223,-0.02317294,-0.07803225,-0.0993823,0.13967071,-0.05487924,0.0037463,0.01944356,-0.00859239,-0.02780228,0.07710917,-0.01516016,-0.02220491,0.03305377,-0.046662,0.05833658,0.12733957,-0.04814702,0.00154395,-0.03401837,-0.07626993,-0.03019551,0.12612537,0.01753052,-0.02773548,-0.02056631,0.06055476,0.01855475,-0.07090388,0.01431209,-0.00334048,0.0192597,-0.0163972,0.06738758,0.09683182,0.09598109,0.01006411,-0.03882705,0.03970144,-0.0056285,-0.02739967,-0.04006793,0.04103617,-0.01597453,-0.03552204,0.01427345,-0.02259326,0.03801757,-0.0061365,-0.07310129,0.01698487,0.00697032,0.02971563,-0.05128564,-0.05741592,-0.03495617,-0.02246238,-0.00175471,-0.09074894,0.09930959,0.04973929,-0.04062723,-0.03351645,0.0581498,-0.00161241,0.03940171,-0.02528874,0.02956435,0.03717725,-0.03659784,-0.01004796,0.06004794,0.04462557,0.00403185,0.02965445,0.01801541,-0.00083918,0.04804205,0.10274957,0.02774204,-0.00718372,-0.08810395,-0.20157294,-0.00123127,0.03808947,-0.05720103,-0.01283234,0.01548595,0.0508883,-0.07616311,0.1036773,0.07479197,0.0782224,0.07044954,-0.05976588,-0.00697534,0.00523593,-0.00695681,0.03794569,-0.04291292,-0.02160001,0.05070641,0.0219473,-0.01061888,0.00747226,-0.00539579,0.04408463,0.0056252,0.09495005,0.04071087,-0.04288275,-0.02625296,0.05390524,0.01512447,-0.00758446,-0.09228418,0.05613212,0.00679654,-0.04823154,-0.01277082,-0.01320283,-0.05947952,0.01742423,0.02438481,0.00880528,-0.04446401,-0.04157336,-0.05577935,-0.02345069,-0.00571509,-0.05351062,0.04255898,0.04080776,0.0058984,0.09423952,0.03665904,-0.00573552,-0.0163237,-0.01047603,-0.0047753,0.00098078,0.0038746,0.0290133,0.00651435,-0.01357754,-0.06995568,-0.02247181,-0.00204834,0.00736542,0.02645969,-0.02296801,0.04411576,0.02171151,0.13010088,0.01360519,0.02589878,0.05473169,0.04284343,0.00254366,-0.07819048,-0.00619903,0.00189728,0.03881833,0.00250697,0.08441199,0.05166014,-0.02431281,0.0133683,0.0373925,-0.05107107,0.01429161,-0.01447571,-0.06571983,-0.04141194,-0.01259902,0.00025455,0.03408977,-0.00500045,-0.32317805,0.02471129,-0.04988255,0.01206101,0.02758442,0.01801583,-0.01669815,-0.01008383,-0.03663532,0.03667895,-0.05621309,0.07594997,0.03049136,-0.07207087,0.00564484,0.0160503,0.00793649,-0.01916395,0.0020979,-0.03888035,-0.02610042,0.0267573,0.19182304,-0.03084715,-0.0162387,-0.03340451,-0.01744382,0.04894535,0.0865764,-0.00904047,-0.01427078,-0.01819906,0.09689737,0.0288652,0.00989372,0.0192777,-0.0458016,0.01426494,-0.01774603,-0.04559176,-0.04665128,0.04634793,-0.01519447,0.01683944,0.09266575,0.00675044,-0.05653271,-0.06239571,-0.01588566,0.00085946,-0.0232172,-0.02307927,-0.03829979,0.0326874,0.02379701,0.06903826,0.04876067,0.01747691,-0.02991226,-0.01490318,0.03111873,0.01207038,0.00871143,0.05328949,0.03322826],"last_embed":{"hash":"xp9c1o","tokens":494}}},"last_read":{"hash":"xp9c1o","at":1762477671935},"class_name":"SmartSource","last_import":{"mtime":1762477658817,"size":15993,"at":1762477671564,"hash":"xp9c1o"},"blocks":{"#---frontmatter---":[1,3],"#paper #research":[4,201],"#paper #research#{1}":[6,6],"#paper #research#概要":[7,16],"#paper #research#概要#{1}":[9,16],"#paper #research#背景とモチベーション":[17,42],"#paper #research#背景とモチベーション#{1}":[19,42],"#paper #research#mimium and lambda-mmm":[43,60],"#paper #research#mimium and lambda-mmm#{1}":[45,60],"#paper #research#多段階計算":[61,71],"#paper #research#多段階計算#{1}":[63,67],"#paper #research#多段階計算#シンタックス":[68,71],"#paper #research#コールツリーの解析":[72,84],"#paper #research#コールツリーの解析#{1}":[74,76],"#paper #research#コールツリーの解析#{2}":[77,84],"#paper #research#状態構造ツリー同士の比較":[85,121],"#paper #research#状態構造ツリー同士の比較#{1}":[87,107],"#paper #research#状態構造ツリー同士の比較#サンプルコード":[108,121],"#paper #research#状態構造ツリー同士の比較#サンプルコード#{1}":[110,121],"#paper #research#議論":[122,189],"#paper #research#議論#他の言語とのコンパイル時計算のパラダイム比較":[125,141],"#paper #research#議論#他の言語とのコンパイル時計算のパラダイム比較#{1}":[127,141],"#paper #research#議論#ライブ状態更新のエッジケース":[142,189],"#paper #research#議論#ライブ状態更新のエッジケース#{1}":[144,189],"#paper #research#将来的な展望":[190,201],"#paper #research#将来的な展望#{1}":[193,201]},"outlinks":[{"title":"mimium","target":"mimium","line":9}],"metadata":{"date":"2025-09-25 11:42","tags":["#paper","#research"]},"task_lines":[],"last_embed":{"hash":"xp9c1o","at":1762477671567}},"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.05305165,-0.02131777,-0.00460919,-0.02765912,0.03667482,0.03955282,-0.05809369,0.06714334,0.05479448,0.01785045,0.01034012,-0.04043397,0.04966382,0.04289519,0.00679394,-0.02399719,0.01538501,-0.02826487,-0.05494478,0.00252759,0.15030657,-0.04935196,0.03865767,-0.01414025,0.06966253,0.01230427,-0.03078215,-0.02194306,-0.03309644,-0.17617911,-0.0336648,0.02183954,0.0713748,0.02834397,0.05963708,0.03024182,0.00940031,0.03428406,0.03004379,0.05489641,-0.04084104,-0.02425746,0.04115603,-0.00194957,0.04651831,-0.02505615,-0.00101823,-0.06232764,-0.02216318,-0.04633263,-0.11126918,-0.06017183,-0.01773292,0.00732044,0.01757481,0.00324232,0.0677527,-0.02218617,0.01249039,0.05774394,0.02183244,0.04365542,-0.26477545,0.03579942,0.04757267,-0.02219603,-0.12620749,-0.01391987,0.02794799,0.01329045,-0.05307355,0.03402009,0.02835876,0.01539639,0.05658627,0.01868691,-0.01885606,-0.05750913,-0.00007373,-0.05132108,-0.03805993,0.06151721,0.0161479,0.00673397,-0.0695793,-0.01086889,0.01146972,-0.04170642,0.02818804,0.00529602,-0.01710762,-0.00207915,0.00204895,0.04771388,-0.0755401,-0.04726836,0.01149679,0.03772232,0.01354925,0.11109209,-0.03855068,-0.01536815,0.043624,-0.04561621,0.00003371,-0.04696725,-0.04243869,-0.06007,0.01769754,0.02363017,-0.03351101,-0.00138016,-0.00149798,-0.03969968,0.01017711,-0.02974381,0.04688552,-0.02643005,-0.01606348,-0.01257096,-0.01163082,0.02646553,-0.01837804,-0.00566417,0.01010715,-0.03137193,0.02897568,0.03633857,0.02799738,-0.01022369,0.03354931,0.05080539,-0.03188975,-0.00975508,-0.01808518,0.01488023,-0.02728484,-0.00420602,-0.00158298,-0.01212768,-0.01296676,-0.08728257,-0.02059253,-0.07247036,-0.09982269,0.1373214,-0.04372194,0.00141935,0.00471724,0.00115684,-0.0155437,0.07760198,-0.03437773,0.00328576,0.03034563,-0.04152863,0.05655668,0.12697791,-0.04099557,-0.00481028,-0.02982157,-0.06571953,-0.02423371,0.14094977,-0.00280944,-0.01026399,-0.03010787,0.06173792,-0.01197223,-0.06995569,0.01559451,-0.01171192,0.02501544,-0.01743277,0.03734633,0.09261686,0.07631091,0.00103737,-0.03125668,0.03975879,-0.00323993,-0.01636389,-0.05200344,0.03103375,-0.00044164,-0.02885709,0.01088034,-0.02272678,0.03452893,-0.01194318,-0.0791119,0.0236667,0.00740386,0.02081781,-0.06916273,-0.04443669,-0.03585468,-0.04650937,-0.00929128,-0.09934465,0.0957744,0.07356511,-0.04407132,-0.02127462,0.0546765,0.01458576,0.03978234,-0.01454046,0.0297541,0.03385069,-0.05273765,-0.01311928,0.05157098,0.03430698,0.00450172,0.03359238,0.02493032,-0.01014278,0.06325986,0.12154286,0.04586062,-0.02895079,-0.09905864,-0.19964638,-0.0152469,0.03030021,-0.05567022,-0.00060414,0.01246954,0.05363091,-0.06095795,0.08624685,0.0685174,0.075458,0.06774232,-0.08129292,-0.0020805,0.01757476,-0.00851993,0.02658246,-0.04834688,-0.02121537,0.04454381,0.0277817,-0.01030642,0.00539006,0.01338721,0.06147848,0.0038726,0.10350633,0.02109827,-0.02945659,-0.01584769,0.03888547,0.01475751,-0.0043835,-0.0864546,0.05506739,0.01670569,-0.04712469,-0.00851639,-0.01417162,-0.06087525,0.02040174,0.02389893,0.00439963,-0.03734075,-0.03449623,-0.05112652,-0.02436617,-0.01004414,-0.05678099,0.04026122,0.0289415,0.01542513,0.07900098,0.02136592,-0.00947063,-0.00430519,-0.00429446,0.00876955,-0.01665016,-0.00341938,0.03141034,-0.00517849,0.02529539,-0.08080477,-0.009181,0.01532251,0.00455376,0.03501329,-0.01669497,0.04849096,0.0337833,0.13587093,0.02463317,0.03521845,0.04628879,0.05230765,0.02305585,-0.08068144,-0.00620677,-0.00493553,0.03605724,0.01197882,0.07791174,0.02134706,-0.03903726,0.01759657,0.03640696,-0.06221757,0.00466893,-0.02184369,-0.07620936,-0.02674126,-0.00974305,0.01412608,0.03573661,-0.02164392,-0.31421795,0.0125406,-0.06028922,0.02303398,0.01354096,0.0191188,-0.00924837,0.00440209,-0.02155167,0.019902,-0.05601671,0.06714697,0.03454771,-0.07272557,-0.01206355,0.02259349,0.00069158,-0.0227101,0.01849277,-0.03552385,-0.02899748,0.02203527,0.19910337,-0.05137444,-0.0174395,-0.05278772,0.00141557,0.05100289,0.06882436,-0.02031486,0.01340198,-0.02049552,0.08784023,0.02604419,0.02756873,0.02095663,-0.04530812,0.01906299,-0.00947211,-0.06504705,-0.03458317,0.04609346,-0.03260355,-0.00824022,0.07561147,0.012397,-0.04431883,-0.06129589,-0.01784478,0.00419804,-0.02689891,-0.02223814,-0.05713415,0.02586049,0.04669974,0.05857692,0.03349359,0.00777195,-0.02292826,-0.00511535,0.03488215,0.01499256,0.02317745,0.07511513,0.0347332],"last_embed":{"hash":"gjkgb","tokens":483}}},"text":null,"length":0,"last_read":{"hash":"gjkgb","at":1762477671711},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research","lines":[4,201],"size":6644,"outlinks":[{"title":"mimium","target":"mimium","line":6}],"class_name":"SmartBlock","last_embed":{"hash":"gjkgb","at":1762477671711}},
+"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.05274417,-0.01095864,0.01906096,-0.01801196,0.05095056,0.00345662,-0.08463663,0.05837507,0.01112013,0.01462298,-0.00052889,-0.05295217,0.05742389,0.03720184,0.01451285,-0.03731088,0.02410721,0.01876692,-0.05513959,-0.01754824,0.1338331,-0.06006121,0.03082065,-0.0122289,0.04395755,0.01054938,0.02498081,-0.01242224,-0.00550062,-0.18045996,-0.00526765,0.01119586,0.0693532,0.02310138,0.011455,0.06444921,-0.02122043,0.05475056,-0.0305725,0.05250598,0.01022003,-0.00571786,-0.00243838,0.00827272,0.00690086,-0.03438799,-0.02963849,-0.05149876,-0.01606857,-0.03235494,-0.13219762,-0.04776423,-0.0129322,0.02657092,-0.011476,0.01893866,0.06916746,-0.02628866,0.02018099,0.05107918,0.01492977,0.04537749,-0.26251867,0.01990521,0.05138798,-0.00843678,-0.08680709,-0.05189805,-0.0141422,0.04656775,-0.0735293,-0.01080363,0.07146461,0.03344956,0.05662267,0.03289051,-0.05346374,-0.09472473,-0.02454046,-0.01391294,-0.01679173,0.05038458,-0.0003167,0.00709538,-0.03513267,-0.00338091,0.055406,-0.01356749,0.03533339,0.03078286,-0.03082988,-0.02995174,-0.00765481,0.02789061,-0.07583944,-0.03663737,-0.00452994,0.0318494,0.02199763,0.10599715,-0.02722901,-0.01355265,0.01510016,-0.04161453,0.03801528,-0.01460811,-0.01788471,-0.03637654,0.02808539,0.04208346,0.02058164,-0.00384741,0.00719342,-0.05626224,-0.01422359,-0.04782946,0.05859016,-0.0198351,-0.00408318,-0.02821606,0.03388103,0.00147306,0.01771301,-0.00499848,0.06687143,0.01235212,0.0447184,0.05587594,0.03866293,0.00168037,0.03934425,0.0287999,-0.0738346,-0.0346421,-0.03528666,0.02338935,-0.011096,-0.00089857,0.00856869,-0.01295381,-0.02096685,-0.1076168,-0.01350366,-0.08431745,-0.08060156,0.14399154,-0.03951516,-0.00825055,0.00073678,0.02229752,0.00728723,0.07959488,-0.02795458,-0.02039191,0.01539877,-0.07640254,0.04128689,0.1337769,-0.04455533,-0.0206017,-0.02629149,-0.05733712,-0.05910367,0.16932479,0.02920606,0.00736745,-0.0036843,0.07119974,0.00521854,-0.00995156,0.03727458,-0.00577764,-0.01684838,-0.02811484,0.04516733,0.02567511,0.05264741,0.00079041,-0.05112122,0.04299876,-0.01548127,-0.00325628,-0.04383885,0.03780143,0.00403771,-0.05550876,0.00355475,-0.02640025,0.01899037,0.02174068,-0.08481066,0.02642404,0.03153406,0.02313214,-0.05198216,-0.01175062,-0.01608866,-0.04069241,-0.0471546,-0.03678802,0.10757967,0.08382729,-0.04334933,-0.0245416,0.05907863,0.00347373,0.03365985,-0.00034417,0.02034254,0.0228268,-0.05335876,-0.0159307,0.04864024,0.06016428,-0.01998034,0.03628953,-0.01871193,0.00294228,0.04975907,0.09303515,0.00997029,-0.03617878,-0.11182408,-0.21367708,0.00141806,0.01081483,-0.05037875,-0.02331618,0.0016162,0.06361443,-0.06392282,0.07750339,0.01775765,0.07866611,0.03908217,-0.03870324,-0.03189035,-0.02668626,-0.01006461,0.03010273,-0.02986045,-0.0250839,0.0333804,-0.00599296,-0.00465232,0.00709892,-0.03244953,-0.00241575,-0.00544279,0.13994631,0.04284205,-0.0353379,-0.00972663,0.06713796,0.01043596,0.00284867,-0.06934573,0.03051579,0.00882359,-0.03287062,-0.02633686,0.00323433,-0.01944877,0.00336333,0.0385307,-0.01878803,-0.04011877,-0.03974807,-0.02591456,-0.0070619,0.01926684,-0.03042162,0.02954485,0.00556129,0.02850597,0.08282734,0.00644499,0.00629324,-0.02264514,-0.0386023,-0.0215539,-0.0239243,0.03161475,0.05144245,0.03623378,0.00257369,-0.05464028,-0.00183966,-0.00717268,-0.03104443,0.0293221,0.03334424,0.01618514,0.01391168,0.12909544,0.02536415,0.05685829,0.06254538,0.03415897,0.04757198,-0.06586619,-0.03703107,0.01100275,0.03081831,-0.03294814,0.04122503,0.02411027,-0.01833326,0.025818,0.03094755,-0.05340012,0.02207558,-0.02999497,-0.09741376,-0.01473514,-0.00723848,-0.01710044,0.00996131,0.03622121,-0.31455469,0.03663028,-0.04657403,0.02154997,-0.00284563,0.02891084,-0.02580686,-0.06808161,-0.03395569,-0.00427795,-0.01842199,0.09486267,0.01923494,-0.02036465,-0.02235368,0.03393124,0.02829582,0.01047387,0.01554748,-0.03710213,-0.03825913,0.0208224,0.20026815,-0.04446273,-0.0163452,-0.04368566,0.01834016,0.05014458,0.03007376,0.03524865,-0.02468063,0.01800409,0.11129913,0.01842317,-0.02313084,0.0293635,-0.05541666,-0.01527001,0.0138492,-0.01425542,-0.06643887,0.04385414,-0.00529478,0.02321213,0.09782729,0.00298706,-0.0282295,-0.09015594,-0.00549745,0.0009815,-0.05451786,-0.01463163,-0.0581773,0.03977908,0.00547323,0.0627712,0.03557649,-0.00169335,-0.03777451,-0.03826285,0.04004933,0.01017875,0.00483075,0.03134188,0.02191231],"last_embed":{"hash":"20nh3r","tokens":459}}},"text":null,"length":0,"last_read":{"hash":"20nh3r","at":1762477671789},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論","lines":[122,189],"size":1946,"outlinks":[],"class_name":"SmartBlock","last_embed":{"hash":"20nh3r","at":1762477671789}},
+"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論#他の言語とのコンパイル時計算のパラダイム比較": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.05335045,-0.01976706,0.02048901,-0.02065322,0.04568897,0.00373645,-0.08763804,0.05225066,0.01158447,0.01794945,-0.00023124,-0.05365274,0.05804256,0.03288348,0.01800377,-0.04023112,0.02857523,0.02534901,-0.05762347,-0.02085382,0.13790505,-0.05137686,0.02461954,-0.00251076,0.04287128,0.01084244,0.02646872,-0.00628043,-0.00658801,-0.17598489,-0.00731703,0.00825368,0.06565724,0.01961252,0.01243284,0.06414041,-0.03384225,0.05212541,-0.03285415,0.05259989,0.0060707,-0.0003489,0.00062772,0.00520559,0.01230942,-0.03768158,-0.02702154,-0.04714095,-0.01169654,-0.0347298,-0.13409935,-0.03775629,-0.01242768,0.02545379,-0.00230944,0.02018076,0.06722964,-0.01637287,0.02078199,0.05412112,0.013865,0.04686586,-0.2509672,0.02279251,0.04632934,-0.01062988,-0.07959913,-0.05014528,-0.01739037,0.04897575,-0.06735818,-0.01061148,0.06912044,0.03382564,0.04474817,0.02544073,-0.05012827,-0.08947939,-0.03799621,-0.01333978,-0.02398983,0.05341587,-0.0036742,-0.00522167,-0.0282784,0.00326386,0.05681432,-0.01922571,0.03057851,0.03382038,-0.02967894,-0.02776385,-0.00275323,0.0255667,-0.07355329,-0.04007639,-0.00496271,0.03555321,0.01953105,0.09707697,-0.02405537,-0.01962915,0.01811635,-0.04426573,0.04461886,-0.01700874,-0.01522337,-0.0401584,0.02440895,0.03518892,0.02150632,-0.00656885,0.01006801,-0.06270653,-0.01789173,-0.04591806,0.05364645,-0.02204047,-0.00047716,-0.02786274,0.04648383,-0.00044354,0.01916004,-0.00335609,0.06866477,0.01673081,0.05373921,0.05399848,0.04124603,0.01244258,0.03326663,0.03034175,-0.0731076,-0.02782542,-0.02861718,0.01829563,-0.00771068,0.00203061,0.01524461,-0.01320931,-0.02580034,-0.12056255,-0.01918787,-0.08764184,-0.07076831,0.14113688,-0.04619434,-0.01106144,0.00069108,0.02342888,0.00884129,0.07765882,-0.02908277,-0.02133049,0.01530515,-0.07435896,0.04583829,0.12759978,-0.05174,-0.01972974,-0.01831985,-0.06300721,-0.06062457,0.16295765,0.03243504,0.00064026,-0.00124041,0.06065312,-0.0015312,-0.006222,0.03367135,-0.00435527,-0.01680375,-0.02953974,0.0548375,0.03356252,0.05985712,-0.00680589,-0.05279281,0.04605071,-0.01472819,0.00219195,-0.04220908,0.03570244,0.00174312,-0.06181103,0.00625789,-0.03055403,0.0155912,0.01943773,-0.08946171,0.02789978,0.02491217,0.02087357,-0.05157493,-0.01154002,-0.01563403,-0.03536589,-0.04231401,-0.04070272,0.1155978,0.08642529,-0.04320904,-0.03524411,0.05661537,0.00455356,0.03345567,0.00427346,0.00985879,0.02289774,-0.05555247,-0.01361582,0.05465575,0.06183844,-0.01516752,0.03579957,-0.02516621,0.01395072,0.04433711,0.08519569,0.011556,-0.03249533,-0.10956935,-0.21630235,0.01113798,0.0169265,-0.05010853,-0.03320245,-0.00333731,0.0622849,-0.07207237,0.07228015,0.01345784,0.08564256,0.03817228,-0.02939551,-0.03197939,-0.02797335,-0.00813571,0.03094831,-0.02730162,-0.01924564,0.03983789,-0.00461786,0.00117022,0.0154885,-0.02978055,0.00008617,-0.00261139,0.13813646,0.04312529,-0.03754102,-0.01287615,0.07188296,0.01315918,0.0015586,-0.06056209,0.03715824,0.00452657,-0.03457478,-0.03034506,0.00528555,-0.01560804,0.00581932,0.0450689,-0.02329596,-0.03907627,-0.03819176,-0.03038393,-0.00541963,0.01632081,-0.02942875,0.02757312,0.00423068,0.03022783,0.08608927,0.01485205,0.01065498,-0.02169927,-0.03480856,-0.0244596,-0.02694344,0.03048256,0.05217994,0.0404175,-0.00485645,-0.05199935,-0.00500542,-0.00279064,-0.02940674,0.02369044,0.03730518,0.0164648,0.00193463,0.12043544,0.02567244,0.05421313,0.06165963,0.0371968,0.04446787,-0.05897191,-0.02947936,0.01009651,0.027551,-0.02799845,0.04310323,0.0261085,-0.02519506,0.02209304,0.03534025,-0.05188267,0.0187835,-0.02869263,-0.09914159,-0.01783275,-0.00016015,-0.00747876,0.00857567,0.02860848,-0.31858942,0.03006149,-0.05141814,0.01808343,-0.00479578,0.03090496,-0.03360527,-0.06705668,-0.04838142,-0.00717801,-0.02234778,0.09884763,0.02095451,-0.02502471,-0.02240128,0.02715061,0.02617614,0.00892376,0.02118845,-0.03455545,-0.03905521,0.0224128,0.20264713,-0.03892998,-0.01675568,-0.04868455,0.01232901,0.04968658,0.0365651,0.04438215,-0.02831996,0.02073664,0.12483249,0.01846826,-0.02620888,0.02045654,-0.05679695,-0.01722837,0.02114795,-0.01542318,-0.06889728,0.05286438,-0.00527013,0.02171669,0.09550977,0.00308933,-0.03458453,-0.08711227,-0.00075527,0.0011563,-0.05325537,-0.01675022,-0.05118198,0.0409553,0.00681051,0.06731238,0.02802581,-0.00327016,-0.04719326,-0.04128695,0.04329734,0.00050473,0.00899152,0.03111691,0.01900529],"last_embed":{"hash":"1wsfzrt","tokens":489}}},"text":null,"length":0,"last_read":{"hash":"1wsfzrt","at":1762477671860},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論#他の言語とのコンパイル時計算のパラダイム比較","lines":[125,141],"size":574,"outlinks":[],"class_name":"SmartBlock","last_embed":{"hash":"1wsfzrt","at":1762477671860}},
+"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論#他の言語とのコンパイル時計算のパラダイム比較#{1}": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.05308349,-0.01479031,0.02275471,-0.01858332,0.04600301,0.0019194,-0.09235767,0.05189591,0.00821189,0.02115342,-0.00142002,-0.0513619,0.05578674,0.03278749,0.01869121,-0.04161046,0.02851456,0.0262056,-0.0551498,-0.02171399,0.13807,-0.0528781,0.02798371,-0.00502972,0.04203161,0.01236325,0.02539677,-0.00730917,-0.00793989,-0.17641905,-0.00785793,0.00487482,0.06417266,0.01814144,0.01132637,0.06484138,-0.03869205,0.05652635,-0.03686324,0.05047636,0.00814572,0.00321731,0.0013486,0.00597691,0.01548553,-0.0380326,-0.02602039,-0.0480755,-0.00967188,-0.03807998,-0.13339262,-0.03852632,-0.0102092,0.02479948,-0.00073978,0.01812213,0.0676855,-0.01642236,0.02228038,0.0550643,0.01236061,0.04541881,-0.2518743,0.02234036,0.04524244,-0.00901401,-0.07769836,-0.05499012,-0.0192087,0.04607857,-0.0704485,-0.01128401,0.07123921,0.03620824,0.0418592,0.02398408,-0.04851349,-0.09200175,-0.04051622,-0.00994167,-0.02230119,0.05057778,-0.00690672,-0.00736247,-0.0255896,0.003077,0.06030367,-0.02018398,0.03242265,0.03464957,-0.03061754,-0.03086036,-0.0023729,0.02401287,-0.07196224,-0.04025055,-0.00265095,0.0344538,0.01806819,0.09909885,-0.01866424,-0.01860823,0.01764914,-0.04341129,0.04667361,-0.01307088,-0.01677287,-0.03965608,0.02300411,0.03230841,0.02386186,-0.00840241,0.00880286,-0.06017323,-0.01726426,-0.04505251,0.05471903,-0.0221271,-0.00219008,-0.02713798,0.04829187,-0.00263925,0.01547781,-0.00398351,0.06814569,0.01306362,0.05650891,0.05402538,0.03684054,0.01193034,0.0384816,0.02633635,-0.07553437,-0.0305416,-0.0262133,0.02032223,-0.00984022,0.00294723,0.01646296,-0.01620974,-0.02783011,-0.12075035,-0.02187296,-0.08638485,-0.07016131,0.13985986,-0.0428619,-0.01092442,0.00297655,0.02576384,0.01102952,0.07831772,-0.02598452,-0.01994294,0.01829848,-0.07511218,0.04590675,0.12803359,-0.0501043,-0.01742014,-0.01390156,-0.06631822,-0.05963044,0.16096114,0.03147824,0.00611976,0.00132352,0.05551585,0.0012946,-0.00358143,0.03499139,-0.00757431,-0.01831592,-0.02780583,0.05379782,0.03479471,0.05994449,-0.00340252,-0.05202141,0.04535861,-0.01724138,0.00329772,-0.04241575,0.03731435,-0.00076195,-0.06055112,0.00598749,-0.03126898,0.01439153,0.02261996,-0.08673341,0.03427282,0.02463011,0.01739024,-0.04953217,-0.00807695,-0.01478834,-0.03553072,-0.04754937,-0.0413811,0.11504036,0.08645032,-0.04541934,-0.03499193,0.05949327,0.00081253,0.03132961,-0.00032028,0.01075772,0.0209142,-0.0573266,-0.01321556,0.05556239,0.06199031,-0.02054367,0.03453209,-0.02766483,0.01272504,0.04232494,0.08044484,0.01152761,-0.0343151,-0.11253393,-0.21664454,0.01789869,0.01347384,-0.05503743,-0.0305195,-0.00518584,0.06012898,-0.07344599,0.07260614,0.01406591,0.08447027,0.03922192,-0.02558445,-0.02843693,-0.02528149,-0.01058415,0.03035327,-0.0256248,-0.01902638,0.04190548,-0.00084493,0.00025492,0.01325742,-0.03003313,-0.00020471,-0.00279613,0.13860428,0.04826866,-0.0362082,-0.01363909,0.06808436,0.01370456,0.00089153,-0.05700879,0.0352981,0.00501295,-0.03135933,-0.03282179,0.00692889,-0.01453905,0.00537565,0.04673942,-0.02497979,-0.03777828,-0.0346789,-0.02676906,-0.0065433,0.01855771,-0.03173108,0.02891297,0.0032237,0.0316139,0.0827563,0.01411491,0.00878897,-0.02224887,-0.03587686,-0.02637798,-0.02902129,0.03007212,0.05184003,0.04319271,-0.00484463,-0.05337327,-0.00568903,-0.00081088,-0.03066813,0.02468693,0.04062382,0.01408454,0.00231439,0.11715211,0.02583947,0.05664335,0.06437853,0.03667194,0.04743899,-0.05848228,-0.02938063,0.01121787,0.02685926,-0.02842237,0.04138987,0.02090427,-0.02140224,0.01991643,0.03665114,-0.04911286,0.01643087,-0.02837,-0.09846653,-0.01504781,0.00337232,-0.00519552,0.00524429,0.0267076,-0.3163667,0.0268384,-0.0522815,0.0224974,-0.00679722,0.02680547,-0.03736941,-0.067814,-0.0485705,-0.00973446,-0.02509171,0.10085013,0.01912745,-0.02439947,-0.02203439,0.02747313,0.03112846,0.01190252,0.02147988,-0.03550847,-0.03622756,0.02142023,0.20080589,-0.0377728,-0.01822438,-0.04848393,0.01125721,0.05182771,0.03395682,0.0483901,-0.02959747,0.02025894,0.12639418,0.02155043,-0.02257427,0.02621378,-0.05980364,-0.01918606,0.02096604,-0.01519276,-0.07110657,0.05277158,-0.00746568,0.02242272,0.09562164,-0.00127538,-0.03615208,-0.08519266,0.00007064,-0.00003557,-0.05211852,-0.01620483,-0.04993958,0.04014976,0.00386623,0.06611633,0.02931216,0.00266561,-0.0480747,-0.04134165,0.04259285,0.00270379,0.00419453,0.02888025,0.02194764],"last_embed":{"hash":"qf5yiv","tokens":487}}},"text":null,"length":0,"last_read":{"hash":"qf5yiv","at":1762477671935},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論#他の言語とのコンパイル時計算のパラダイム比較#{1}","lines":[127,141],"size":546,"outlinks":[],"class_name":"SmartBlock","last_embed":{"hash":"qf5yiv","at":1762477671935}},
+
+"smart_sources:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md": {"path":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md","embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.04828151,-0.01517538,0.00906407,-0.02771934,0.0346327,0.03131747,-0.07433163,0.05349542,0.04490082,0.01965595,0.01266471,-0.06406876,0.05357479,0.06090457,0.01119192,-0.01839614,0.01343946,-0.05031481,-0.05249674,-0.01529202,0.15580373,-0.03936385,0.03425002,-0.02554833,0.07515801,0.01809142,-0.02068525,-0.01750689,-0.03466494,-0.16523767,-0.03803512,0.01336498,0.07223744,0.01510463,0.04782869,0.00581932,0.01245751,0.04683775,0.00254673,0.0555324,-0.03629488,-0.01094309,0.02718189,-0.00355795,0.04005891,-0.01990458,-0.00852871,-0.06313202,-0.03140478,-0.04536589,-0.10422902,-0.05982641,-0.01230383,0.00961585,0.02790446,0.00789597,0.05847933,-0.01783372,0.00962032,0.05866222,0.02601361,0.02793916,-0.26979953,0.03068163,0.04220859,-0.02868266,-0.09173433,-0.01738752,0.04289103,0.00881162,-0.04722809,0.01127,0.00865429,0.01916429,0.05378183,0.01841501,-0.02490663,-0.06524423,-0.00376066,-0.05247312,-0.02755183,0.05732418,0.00990725,-0.01220547,-0.03824747,-0.00843847,0.01876927,-0.03669746,0.01521502,0.01983664,-0.03068997,-0.01119069,0.00723592,0.04254078,-0.07500538,-0.02017346,0.00737649,0.02642949,-0.00334695,0.10357308,-0.05101009,0.01874861,0.01516039,-0.05401858,0.00590946,-0.03667465,-0.03839323,-0.06115799,0.0197215,0.00779143,-0.02837518,0.00121944,0.02866922,-0.04798699,0.00549502,-0.00813572,0.08344332,-0.01335388,-0.00865675,-0.00063084,0.02530398,0.00918458,0.00240348,-0.01560623,0.01151494,-0.00367678,0.02644916,0.03362491,0.01652312,-0.01465121,0.05391981,0.06000238,-0.05424735,-0.00738959,-0.00509272,0.016466,-0.02713678,-0.02250965,0.00103689,-0.01681723,-0.03387734,-0.1262223,-0.02317294,-0.07803225,-0.0993823,0.13967071,-0.05487924,0.0037463,0.01944356,-0.00859239,-0.02780228,0.07710917,-0.01516016,-0.02220491,0.03305377,-0.046662,0.05833658,0.12733957,-0.04814702,0.00154395,-0.03401837,-0.07626993,-0.03019551,0.12612537,0.01753052,-0.02773548,-0.02056631,0.06055476,0.01855475,-0.07090388,0.01431209,-0.00334048,0.0192597,-0.0163972,0.06738758,0.09683182,0.09598109,0.01006411,-0.03882705,0.03970144,-0.0056285,-0.02739967,-0.04006793,0.04103617,-0.01597453,-0.03552204,0.01427345,-0.02259326,0.03801757,-0.0061365,-0.07310129,0.01698487,0.00697032,0.02971563,-0.05128564,-0.05741592,-0.03495617,-0.02246238,-0.00175471,-0.09074894,0.09930959,0.04973929,-0.04062723,-0.03351645,0.0581498,-0.00161241,0.03940171,-0.02528874,0.02956435,0.03717725,-0.03659784,-0.01004796,0.06004794,0.04462557,0.00403185,0.02965445,0.01801541,-0.00083918,0.04804205,0.10274957,0.02774204,-0.00718372,-0.08810395,-0.20157294,-0.00123127,0.03808947,-0.05720103,-0.01283234,0.01548595,0.0508883,-0.07616311,0.1036773,0.07479197,0.0782224,0.07044954,-0.05976588,-0.00697534,0.00523593,-0.00695681,0.03794569,-0.04291292,-0.02160001,0.05070641,0.0219473,-0.01061888,0.00747226,-0.00539579,0.04408463,0.0056252,0.09495005,0.04071087,-0.04288275,-0.02625296,0.05390524,0.01512447,-0.00758446,-0.09228418,0.05613212,0.00679654,-0.04823154,-0.01277082,-0.01320283,-0.05947952,0.01742423,0.02438481,0.00880528,-0.04446401,-0.04157336,-0.05577935,-0.02345069,-0.00571509,-0.05351062,0.04255898,0.04080776,0.0058984,0.09423952,0.03665904,-0.00573552,-0.0163237,-0.01047603,-0.0047753,0.00098078,0.0038746,0.0290133,0.00651435,-0.01357754,-0.06995568,-0.02247181,-0.00204834,0.00736542,0.02645969,-0.02296801,0.04411576,0.02171151,0.13010088,0.01360519,0.02589878,0.05473169,0.04284343,0.00254366,-0.07819048,-0.00619903,0.00189728,0.03881833,0.00250697,0.08441199,0.05166014,-0.02431281,0.0133683,0.0373925,-0.05107107,0.01429161,-0.01447571,-0.06571983,-0.04141194,-0.01259902,0.00025455,0.03408977,-0.00500045,-0.32317805,0.02471129,-0.04988255,0.01206101,0.02758442,0.01801583,-0.01669815,-0.01008383,-0.03663532,0.03667895,-0.05621309,0.07594997,0.03049136,-0.07207087,0.00564484,0.0160503,0.00793649,-0.01916395,0.0020979,-0.03888035,-0.02610042,0.0267573,0.19182304,-0.03084715,-0.0162387,-0.03340451,-0.01744382,0.04894535,0.0865764,-0.00904047,-0.01427078,-0.01819906,0.09689737,0.0288652,0.00989372,0.0192777,-0.0458016,0.01426494,-0.01774603,-0.04559176,-0.04665128,0.04634793,-0.01519447,0.01683944,0.09266575,0.00675044,-0.05653271,-0.06239571,-0.01588566,0.00085946,-0.0232172,-0.02307927,-0.03829979,0.0326874,0.02379701,0.06903826,0.04876067,0.01747691,-0.02991226,-0.01490318,0.03111873,0.01207038,0.00871143,0.05328949,0.03322826],"last_embed":{"hash":"1u03bxg","tokens":494}}},"last_read":{"hash":"1u03bxg","at":1762477753395},"class_name":"SmartSource","last_import":{"mtime":1762477740465,"size":16243,"at":1762477753036,"hash":"1u03bxg"},"blocks":{"#---frontmatter---":[1,3],"#paper #research":[4,203],"#paper #research#{1}":[6,6],"#paper #research#概要":[7,16],"#paper #research#概要#{1}":[9,16],"#paper #research#背景とモチベーション":[17,42],"#paper #research#背景とモチベーション#{1}":[19,42],"#paper #research#mimium and lambda-mmm":[43,60],"#paper #research#mimium and lambda-mmm#{1}":[45,60],"#paper #research#多段階計算":[61,71],"#paper #research#多段階計算#{1}":[63,67],"#paper #research#多段階計算#シンタックス":[68,71],"#paper #research#コールツリーの解析":[72,84],"#paper #research#コールツリーの解析#{1}":[74,76],"#paper #research#コールツリーの解析#{2}":[77,84],"#paper #research#状態構造ツリー同士の比較":[85,121],"#paper #research#状態構造ツリー同士の比較#{1}":[87,107],"#paper #research#状態構造ツリー同士の比較#サンプルコード":[108,121],"#paper #research#状態構造ツリー同士の比較#サンプルコード#{1}":[110,121],"#paper #research#議論":[122,191],"#paper #research#議論#他の言語とのコンパイル時計算のパラダイム比較":[125,141],"#paper #research#議論#他の言語とのコンパイル時計算のパラダイム比較#{1}":[127,141],"#paper #research#議論#ライブ状態更新のエッジケース":[142,191],"#paper #research#議論#ライブ状態更新のエッジケース#{1}":[144,191],"#paper #research#将来的な展望":[192,203],"#paper #research#将来的な展望#{1}":[195,203]},"outlinks":[{"title":"mimium","target":"mimium","line":9}],"metadata":{"date":"2025-09-25 11:42","tags":["#paper","#research"]},"task_lines":[],"last_embed":{"hash":"1u03bxg","at":1762477753039}},"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.05343569,-0.02276212,-0.00493772,-0.02727032,0.03583685,0.03858753,-0.05774711,0.06665628,0.05496653,0.01828371,0.00991562,-0.04046609,0.0497411,0.04296852,0.00684103,-0.02394044,0.01604979,-0.02846317,-0.05471098,0.00234608,0.14986652,-0.04893747,0.03862844,-0.01445223,0.07015452,0.01167801,-0.03015823,-0.021994,-0.03320039,-0.17582555,-0.03348799,0.02183075,0.07200541,0.027954,0.05884126,0.0293537,0.01034363,0.03337459,0.02899944,0.05512925,-0.04186874,-0.02427716,0.0404092,-0.00227087,0.04673369,-0.02492385,-0.00110211,-0.06316494,-0.02222201,-0.04614794,-0.11163143,-0.05960578,-0.01853532,0.00809168,0.01791154,0.00276335,0.06782754,-0.02169805,0.0128931,0.05871256,0.0216367,0.04354564,-0.26473859,0.03494333,0.04706164,-0.0225456,-0.12474686,-0.01367613,0.02885582,0.01369569,-0.05274194,0.03373143,0.02819168,0.01546781,0.05492177,0.01732524,-0.01935787,-0.05594111,-0.00048804,-0.05215662,-0.03871988,0.06168233,0.01646002,0.00630089,-0.07018056,-0.00989671,0.01186269,-0.04204162,0.02829689,0.00649595,-0.01718502,-0.00201329,0.00278569,0.04814382,-0.07498804,-0.04750616,0.01189883,0.03757512,0.01377438,0.11157701,-0.03922059,-0.01530225,0.04329529,-0.04597033,-0.0008077,-0.04700599,-0.04278919,-0.05998809,0.01710407,0.0232681,-0.0333894,-0.00067843,-0.0003491,-0.0399565,0.0093478,-0.02836007,0.04697407,-0.0266952,-0.01560606,-0.0129009,-0.01142021,0.02690523,-0.01819305,-0.00522432,0.01067715,-0.03110302,0.02890208,0.03563762,0.02858741,-0.00976116,0.03345513,0.05172559,-0.03278794,-0.00927024,-0.01888583,0.01414349,-0.02717456,-0.00471134,-0.00132043,-0.01242666,-0.01322245,-0.08796342,-0.02079999,-0.07263101,-0.09997945,0.1373073,-0.04439487,0.00092553,0.00479806,0.00132427,-0.01503072,0.07776805,-0.03456628,0.00252297,0.02932335,-0.04145471,0.0573907,0.12709944,-0.04114824,-0.0054138,-0.03003684,-0.06461797,-0.02422841,0.13956787,-0.00248128,-0.01022547,-0.03041778,0.06326246,-0.01124075,-0.06998676,0.01520631,-0.01213993,0.02479841,-0.01768028,0.03812258,0.09203844,0.07720764,0.00145132,-0.03204519,0.03991528,-0.00237654,-0.01665159,-0.05186702,0.03133264,-0.0005436,-0.02966974,0.01028204,-0.02299996,0.03472398,-0.01182266,-0.07900166,0.02347972,0.00754378,0.01956388,-0.06929918,-0.04449216,-0.03627926,-0.0458458,-0.00828496,-0.09906923,0.09641186,0.07365742,-0.0447633,-0.0216666,0.05396163,0.01477588,0.03965201,-0.01418374,0.02901811,0.03467606,-0.05332969,-0.01327084,0.05161204,0.03487182,0.00462642,0.03298855,0.02404168,-0.00924715,0.06280075,0.1214318,0.04595529,-0.02867019,-0.0983308,-0.1997018,-0.01501747,0.03004959,-0.05525944,-0.00015746,0.0126258,0.05339615,-0.06090238,0.08656404,0.06779815,0.07599812,0.06800019,-0.081009,-0.00285215,0.01785922,-0.00850988,0.0272658,-0.04827031,-0.02121013,0.04371137,0.0277258,-0.0102146,0.00637856,0.01326871,0.06158377,0.00338698,0.10247099,0.02027255,-0.02979692,-0.01565589,0.03912759,0.01457405,-0.00513789,-0.08655265,0.05505828,0.01794814,-0.04774585,-0.00775473,-0.0139082,-0.06082834,0.02120636,0.02460137,0.00415645,-0.03736355,-0.03420971,-0.05094405,-0.02451883,-0.01089758,-0.05665756,0.04032783,0.02842801,0.01576356,0.07860029,0.02142696,-0.00923441,-0.00420423,-0.00494224,0.00801498,-0.01585533,-0.00270933,0.03143035,-0.00528208,0.02523706,-0.08112381,-0.00882429,0.01558604,0.00522177,0.03548985,-0.01602915,0.04929634,0.03292096,0.13617313,0.02392963,0.03510226,0.04649833,0.05237094,0.02395771,-0.08057741,-0.00616684,-0.00439531,0.03603383,0.01154336,0.07786124,0.02112176,-0.03931577,0.01843913,0.03703636,-0.06251846,0.00561799,-0.02108989,-0.07670567,-0.02766948,-0.00927284,0.0147537,0.0364234,-0.02170224,-0.31440437,0.01273635,-0.0602063,0.02294281,0.01447169,0.0191886,-0.0097608,0.0040282,-0.02172449,0.01993538,-0.05602426,0.06738894,0.03478452,-0.07243875,-0.01297915,0.02248641,0.00057458,-0.02228706,0.01903428,-0.03585676,-0.03000606,0.0214329,0.19893576,-0.05188014,-0.0173067,-0.05273809,0.00133582,0.05064596,0.06896489,-0.01941683,0.01286868,-0.02065241,0.08816011,0.02566613,0.02710301,0.02173639,-0.04535766,0.01974703,-0.00893253,-0.06499813,-0.03449999,0.04657772,-0.03338411,-0.00754571,0.07574567,0.0119326,-0.04393596,-0.06126806,-0.01742744,0.00401071,-0.02667072,-0.02134887,-0.05733671,0.02578625,0.04768297,0.05893463,0.03378516,0.00783837,-0.02395466,-0.00578366,0.03493203,0.01455517,0.02372044,0.07562348,0.03424677],"last_embed":{"hash":"1ki6vie","tokens":482}}},"text":null,"length":0,"last_read":{"hash":"1ki6vie","at":1762477753197},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research","lines":[4,203],"size":6738,"outlinks":[{"title":"mimium","target":"mimium","line":6}],"class_name":"SmartBlock","last_embed":{"hash":"1ki6vie","at":1762477753197}},
+"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.05261412,-0.01197883,0.01845887,-0.01843298,0.05090895,0.00317884,-0.08465692,0.0586715,0.01078718,0.01468414,-0.00064655,-0.05290778,0.05801916,0.0376686,0.01487532,-0.03750085,0.02398246,0.01933296,-0.05481029,-0.01805921,0.13392949,-0.05873489,0.0301362,-0.01241997,0.04476641,0.01047666,0.02528818,-0.0124862,-0.0058686,-0.18013284,-0.0061435,0.01087814,0.06886029,0.02248381,0.01075847,0.06490885,-0.02164794,0.05461741,-0.0304192,0.0532699,0.01036659,-0.00583711,-0.00259437,0.0082128,0.00685653,-0.03455477,-0.02929437,-0.05227601,-0.01564732,-0.03229192,-0.13132063,-0.04756057,-0.01281137,0.02626373,-0.01159044,0.01892837,0.0694644,-0.02589705,0.02028749,0.05049954,0.01579971,0.04517736,-0.26203582,0.02017251,0.05099867,-0.00857323,-0.08636409,-0.05111576,-0.01429691,0.04644952,-0.07351385,-0.01173597,0.07122277,0.03276624,0.05651919,0.03273296,-0.05353634,-0.09412366,-0.02460382,-0.01415607,-0.01635999,0.04998987,-0.00039252,0.00642954,-0.03441541,-0.00329883,0.05542034,-0.01299721,0.03615734,0.03132133,-0.03094698,-0.02948096,-0.00626031,0.0281328,-0.07615556,-0.03656367,-0.00530696,0.03245405,0.0209554,0.10586432,-0.02747177,-0.01374169,0.01559482,-0.04141159,0.03863928,-0.01473118,-0.01844139,-0.03578632,0.02788501,0.04178984,0.01986823,-0.00354462,0.00725479,-0.05604404,-0.01423243,-0.0481166,0.05947065,-0.02028469,-0.00514342,-0.02767781,0.0333918,0.00067039,0.01764112,-0.0045851,0.06664189,0.01146842,0.04382196,0.05593714,0.03828975,0.00178718,0.03999957,0.028484,-0.07473484,-0.03446536,-0.03525766,0.02350735,-0.01051742,-0.0011224,0.00915013,-0.01289812,-0.0211645,-0.10815399,-0.0130407,-0.08394484,-0.08078939,0.14393066,-0.03936661,-0.00787999,0.00130662,0.02217836,0.00763064,0.07898084,-0.02872661,-0.01936651,0.01600749,-0.07696596,0.04217105,0.13365142,-0.04414137,-0.02065793,-0.0261808,-0.05663312,-0.05932172,0.16871642,0.0296094,0.00621266,-0.00359378,0.07249189,0.00485835,-0.01080552,0.03697894,-0.00573938,-0.01643771,-0.02914836,0.04533002,0.02605913,0.05249323,0.00073074,-0.05199944,0.04307065,-0.0154545,-0.00309835,-0.04364653,0.03722151,0.00380593,-0.0559401,0.00335377,-0.02662585,0.01907408,0.02104723,-0.08490874,0.02579105,0.03072149,0.02363963,-0.05228912,-0.01258715,-0.01593425,-0.04090111,-0.04617534,-0.03706675,0.10698561,0.08313011,-0.04293754,-0.02455574,0.05852566,0.00473336,0.03423205,-0.00075179,0.02124982,0.02281805,-0.05426196,-0.01611416,0.04901192,0.06075096,-0.02024581,0.036464,-0.01908239,0.00387793,0.04945754,0.09284941,0.00997101,-0.03611608,-0.11150733,-0.21320383,0.00160278,0.0106604,-0.05012401,-0.02301928,0.00249945,0.06394718,-0.06332537,0.0778186,0.01812237,0.07918514,0.03844214,-0.03808213,-0.03292845,-0.02689102,-0.01000493,0.03076873,-0.0297136,-0.02433222,0.03290939,-0.00612908,-0.00521572,0.00645604,-0.03244811,-0.00122144,-0.00438086,0.1388478,0.04327687,-0.03518232,-0.01124762,0.06775216,0.01028139,0.00262058,-0.06912491,0.03023195,0.00875508,-0.0329954,-0.02634076,0.00406516,-0.0194099,0.00244624,0.03802422,-0.01879397,-0.0399971,-0.04035189,-0.0262459,-0.00656823,0.01883678,-0.03061737,0.02852089,0.0048092,0.02873294,0.08283112,0.00702866,0.00567556,-0.02232422,-0.03760657,-0.02072428,-0.02320673,0.03183442,0.05148568,0.03615713,0.00261073,-0.05470314,-0.00221346,-0.00683895,-0.03174587,0.02919964,0.03349521,0.01536752,0.01447903,0.13000654,0.02510075,0.05697174,0.06276199,0.0339967,0.04785088,-0.06623743,-0.03678605,0.0117491,0.03083435,-0.03327426,0.04149871,0.02399249,-0.01837432,0.02642288,0.03092298,-0.05348706,0.02190079,-0.03021579,-0.09872178,-0.01534162,-0.00686806,-0.01801414,0.00998716,0.03628216,-0.31390864,0.03616885,-0.04705526,0.0217413,-0.00397481,0.02905475,-0.02562732,-0.06854769,-0.03430071,-0.00410695,-0.01850085,0.09577885,0.01936523,-0.02055072,-0.0223156,0.03424778,0.02729454,0.01063319,0.01704143,-0.0380325,-0.03809821,0.02065328,0.20126262,-0.04395416,-0.01623706,-0.0425313,0.01822326,0.05073796,0.02988993,0.03604964,-0.02492585,0.01905932,0.11156084,0.01824333,-0.02351461,0.02921435,-0.05529276,-0.01528726,0.01337355,-0.01384084,-0.06607763,0.04427702,-0.00611025,0.02288404,0.09753335,0.00288608,-0.02847306,-0.09031836,-0.0060927,0.00109401,-0.0553371,-0.01456044,-0.05915415,0.03863984,0.0065213,0.06415542,0.03539735,-0.00146254,-0.03894008,-0.03832112,0.04073112,0.00962311,0.00597334,0.03156098,0.02156909],"last_embed":{"hash":"133llm7","tokens":456}}},"text":null,"length":0,"last_read":{"hash":"133llm7","at":1762477753279},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論","lines":[122,191],"size":2040,"outlinks":[],"class_name":"SmartBlock","last_embed":{"hash":"133llm7","at":1762477753279}},
+"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論#ライブ状態更新のエッジケース": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.10000152,-0.03291666,-0.038723,-0.04713564,0.05033393,0.01574112,-0.06271114,0.01342713,0.0704878,0.00924399,-0.01528383,-0.10370118,0.05461329,0.04310078,0.04572123,0.00243638,0.01115346,-0.02514254,-0.04785323,-0.02557465,0.09196294,-0.03954026,0.03013515,-0.05672903,0.03168307,0.03283986,-0.03627191,-0.04343227,-0.00378063,-0.18724705,-0.01112742,0.03437477,0.05466892,0.01074633,0.0208582,0.03061166,-0.01062359,0.02486086,-0.04421233,0.06148305,0.02609643,-0.02654628,-0.0037607,0.00055165,0.03737691,-0.01290437,-0.03573496,-0.03850722,0.01639791,-0.01383813,-0.04511687,-0.01530522,-0.03783895,-0.02202937,0.0576935,0.00411499,0.04664138,0.00969112,0.05184266,0.01586661,0.01805473,-0.00663307,-0.23200095,0.03899282,0.04696179,-0.00729134,-0.049665,-0.03775471,0.05365198,0.03586214,-0.06471868,0.02014656,0.0160513,0.02734176,0.00476037,-0.01514715,-0.01911059,0.00525028,-0.00801759,-0.00753394,-0.06270315,0.06447333,0.00909661,-0.06876471,-0.03773217,-0.02552944,0.04449868,-0.00077864,0.06294227,0.03412509,-0.02392249,-0.01235659,0.04324001,0.07458627,-0.04061766,-0.01805029,0.00056569,0.05117749,-0.00588747,0.0957279,-0.03755745,0.01283356,0.02004811,-0.04051077,0.03437621,-0.06943657,0.00097087,-0.07835814,-0.01809027,0.00587189,0.01925392,-0.00678871,0.00783852,-0.07034003,-0.03093985,0.03089248,0.04767727,0.01041346,-0.01335736,-0.01227192,-0.00423273,-0.00301553,0.00161143,-0.00363819,0.05768448,-0.03145242,0.0422388,0.06166673,0.05407568,0.01340515,0.02557312,0.02264858,-0.10052498,-0.03692642,-0.00512737,0.01695271,-0.03718759,0.05456462,-0.00605751,0.00074952,-0.00932056,-0.12109701,-0.00183672,-0.08711559,-0.07343005,0.09108424,0.01006192,0.04315213,-0.04154313,-0.04031691,-0.02006204,0.06569991,-0.03416207,-0.03591694,0.03791514,0.00073525,0.05279081,0.10210112,-0.03203648,-0.04221158,-0.01528502,-0.06508062,-0.04159718,0.10052834,0.03562951,-0.04559075,-0.01761028,0.07314195,0.06153408,-0.02359284,0.04880445,-0.01588278,-0.0396839,-0.03671595,0.01476194,0.00358414,0.05492755,0.02703142,-0.02644657,0.00679343,0.01337857,-0.01253425,-0.05046266,0.00960878,0.04720311,-0.08339665,-0.00114595,-0.03586968,0.02350976,0.05378429,-0.07977491,-0.03655452,0.00285035,0.01578551,-0.04401311,-0.03833789,-0.0723972,0.02799444,0.01159414,-0.05838719,0.1346239,0.07758427,-0.00921701,-0.0621039,-0.00294429,-0.01411258,0.01285434,0.0111138,0.00413254,0.04484415,-0.09214623,0.00933121,0.02940058,0.03525866,0.00241172,-0.01749531,-0.00373799,0.01259838,0.08447024,0.0620243,0.03270057,-0.01531757,-0.06010846,-0.20673269,0.00083223,0.08160765,0.00346753,-0.02773464,-0.0148603,0.00341659,-0.03530289,0.05842965,0.03863121,0.04904645,0.0598751,-0.00440189,0.02327438,0.02739997,0.00425429,0.00932906,-0.04682228,0.02510064,0.01503059,0.00855967,-0.00237878,0.02035101,0.03576992,0.05518231,-0.06322489,0.1297424,-0.00815954,-0.02138604,0.0205565,0.03915507,0.00172137,0.01592102,-0.03443822,0.02869135,0.01553165,-0.02686238,-0.00340333,-0.06049147,-0.0445746,0.05065808,0.01439634,-0.02373345,-0.09805886,-0.08479254,-0.0579264,-0.02104527,-0.03617086,-0.04631074,0.04752002,0.04156187,0.01527572,0.11974412,0.03320145,0.01870712,-0.00777311,-0.06715383,0.01469495,0.00459701,-0.0176558,0.02800508,0.01599257,0.00536425,-0.02366276,0.00367791,-0.0047996,-0.01126028,0.01076809,0.05033011,0.0253299,-0.01637574,0.12117721,0.01144672,0.00526674,0.0440658,0.04797314,-0.02465085,-0.11629955,-0.00771953,-0.0018051,0.00408968,0.02210915,0.00463877,0.03639628,-0.00573571,0.0384047,0.00985368,-0.00251991,0.06147408,-0.00559829,-0.08549168,-0.00786347,0.008827,-0.00956124,0.05109924,0.02351411,-0.30349705,-0.01056035,-0.03600135,0.02173884,-0.00690258,-0.00793578,0.0129394,0.00871608,-0.03154303,0.02974549,-0.04537721,0.05832528,0.04464088,-0.0580442,0.03419415,0.00881476,0.04350436,-0.06187679,0.10299081,-0.05384174,-0.05053816,0.04101119,0.23251173,-0.03303383,-0.04285113,-0.01955095,-0.02119132,0.0518586,0.09007265,-0.04193173,0.0076047,-0.00759102,0.08929229,-0.00136052,0.01010941,0.05973491,-0.02956043,-0.02288732,-0.03044989,-0.04584086,-0.03309593,0.04902429,-0.06867104,0.04566352,0.11651856,-0.05557663,-0.04492534,-0.09430302,-0.00277554,0.02147995,-0.03529432,-0.0322632,-0.02470049,0.01765246,0.05100448,0.03084836,0.02580158,0.0540823,-0.01642367,-0.00854248,0.04390192,-0.00846343,0.04855297,0.08090419,0.00931331],"last_embed":{"hash":"5ylhor","tokens":498}}},"text":null,"length":0,"last_read":{"hash":"5ylhor","at":1762477753320},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論#ライブ状態更新のエッジケース","lines":[142,191],"size":1457,"outlinks":[],"class_name":"SmartBlock","last_embed":{"hash":"5ylhor","at":1762477753320}},
+"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論#ライブ状態更新のエッジケース#{1}": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.09851734,-0.03322047,-0.04128116,-0.04914231,0.0554332,0.01105954,-0.06754079,0.01074263,0.06946202,0.00862913,-0.01551101,-0.10372373,0.04993934,0.04271662,0.04827359,0.00588219,0.01514545,-0.02426477,-0.05120601,-0.02536271,0.0908817,-0.03735512,0.03143641,-0.05729059,0.03180299,0.03159494,-0.04061847,-0.04201598,-0.00616305,-0.18568835,-0.01224826,0.02871577,0.05636406,0.01001287,0.01933795,0.02709344,-0.01029387,0.02325545,-0.04432876,0.06033595,0.0276398,-0.02461319,-0.00089553,0.00215531,0.03523091,-0.01292942,-0.02772848,-0.03943317,0.01851232,-0.01526732,-0.04711613,-0.01891701,-0.03494181,-0.02145385,0.05913939,0.00335601,0.04469796,0.01155308,0.05104693,0.01881796,0.01665935,-0.00683186,-0.22973014,0.03616711,0.04678701,-0.00669332,-0.04875465,-0.03758436,0.05771736,0.03440164,-0.06266084,0.02142049,0.01766866,0.03122837,0.00304881,-0.0131118,-0.01610779,0.00750271,-0.00955222,-0.00751256,-0.06650684,0.06459882,0.00897542,-0.06519859,-0.03939618,-0.02086174,0.0458995,-0.00189157,0.06385382,0.03492398,-0.02721009,-0.0109756,0.04173393,0.07464892,-0.04158371,-0.01894503,-0.00305976,0.05060311,-0.00320299,0.09626161,-0.03623011,0.00975449,0.01968123,-0.04338792,0.03582453,-0.06423295,-0.00147572,-0.07495558,-0.01834754,0.00430118,0.0225953,-0.00436838,0.00472573,-0.06961841,-0.03374451,0.0324861,0.04721923,0.0110316,-0.0170196,-0.00766931,-0.00268368,-0.00320678,0.00072509,0.00192931,0.05667666,-0.03147891,0.03622172,0.06529415,0.05863921,0.01050734,0.0239691,0.0185306,-0.10325328,-0.03893141,-0.00464979,0.01673897,-0.03917246,0.05302978,-0.00426758,-0.00103439,-0.0093093,-0.12286697,-0.00192279,-0.08527118,-0.0764074,0.08512792,0.01572432,0.04448615,-0.04348877,-0.04025618,-0.01634284,0.06339981,-0.03710588,-0.03481811,0.03906073,-0.00057562,0.05453271,0.10408431,-0.02827802,-0.03900012,-0.01640473,-0.0635868,-0.0391921,0.09956217,0.03547453,-0.04222806,-0.01733328,0.07951304,0.05931985,-0.02534613,0.04654766,-0.01261501,-0.04147532,-0.03755722,0.01402874,0.00310001,0.05242251,0.0240871,-0.02814777,0.00677058,0.0125691,-0.01080201,-0.04697312,0.0132488,0.04967626,-0.07901835,-0.00180113,-0.03483564,0.02307922,0.05536375,-0.07830617,-0.03522591,0.00092528,0.01612598,-0.0459107,-0.04035283,-0.07003164,0.0261058,0.0092328,-0.0568862,0.13456583,0.08019249,-0.01030619,-0.0601458,-0.00358914,-0.0168293,0.01052677,0.00887875,0.00337478,0.04808265,-0.08978306,0.00997891,0.03056849,0.03645166,0.00073988,-0.01661148,-0.00106844,0.01229084,0.08164602,0.06240987,0.03111141,-0.02080923,-0.06517389,-0.2095056,-0.00105576,0.07951654,-0.00040136,-0.02611051,-0.01406981,-0.00070715,-0.03390354,0.05814198,0.0334998,0.05135745,0.05939883,-0.00240115,0.01827209,0.02893261,0.0062752,0.00582339,-0.04774923,0.02358592,0.02034202,0.00744821,-0.00138401,0.02329986,0.03486067,0.05622511,-0.06348661,0.13164212,-0.00551006,-0.01642015,0.01948881,0.03798998,0.00617239,0.01817079,-0.03388301,0.0295445,0.01611201,-0.02875596,-0.0052179,-0.05675008,-0.04757433,0.05074918,0.01327597,-0.02234213,-0.09959888,-0.08475864,-0.05835552,-0.02197662,-0.03600666,-0.04605161,0.04721561,0.04278859,0.01237243,0.12058854,0.031767,0.01403036,-0.00941749,-0.06979714,0.01421917,0.00700271,-0.01591657,0.03110273,0.01602469,0.00493379,-0.02726348,0.00142545,-0.00410866,-0.01519651,0.01164579,0.05274897,0.02316491,-0.01899235,0.11809557,0.01308467,0.00307285,0.04322367,0.05086977,-0.02739355,-0.11652904,-0.00745438,-0.00158573,0.00483497,0.02056225,0.00195548,0.03414885,-0.00325593,0.04099961,0.00600312,-0.00119431,0.05804867,-0.00671525,-0.0853921,-0.00549011,0.00458144,-0.00890348,0.05018283,0.02336458,-0.30375049,-0.00861255,-0.03382871,0.02409448,-0.00779543,-0.0098943,0.01283796,0.00707899,-0.03129851,0.02601547,-0.04097854,0.05643268,0.04314487,-0.06194874,0.0380784,0.00989464,0.04465606,-0.05908386,0.10767828,-0.05618543,-0.0507086,0.04362283,0.23385283,-0.03433122,-0.04014223,-0.01727633,-0.0206873,0.04798493,0.09311309,-0.03960806,0.01033197,-0.00857814,0.09779816,0.00032849,0.010022,0.05855948,-0.02573802,-0.02516385,-0.02783782,-0.04772975,-0.03345375,0.04854112,-0.0723943,0.04317627,0.11719798,-0.05197285,-0.04161274,-0.09383734,-0.00424812,0.02182314,-0.03440685,-0.03052936,-0.02287509,0.01695691,0.04929743,0.03174251,0.0243198,0.05718053,-0.01947743,-0.00772948,0.04192203,-0.01024855,0.04601323,0.07905418,0.00897398],"last_embed":{"hash":"1fc5l32","tokens":498}}},"text":null,"length":0,"last_read":{"hash":"1fc5l32","at":1762477753395},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論#ライブ状態更新のエッジケース#{1}","lines":[144,191],"size":1437,"outlinks":[],"class_name":"SmartBlock","last_embed":{"hash":"1fc5l32","at":1762477753395}},
+
+"smart_sources:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md": {"path":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md","embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.04828151,-0.01517538,0.00906407,-0.02771934,0.0346327,0.03131747,-0.07433163,0.05349542,0.04490082,0.01965595,0.01266471,-0.06406876,0.05357479,0.06090457,0.01119192,-0.01839614,0.01343946,-0.05031481,-0.05249674,-0.01529202,0.15580373,-0.03936385,0.03425002,-0.02554833,0.07515801,0.01809142,-0.02068525,-0.01750689,-0.03466494,-0.16523767,-0.03803512,0.01336498,0.07223744,0.01510463,0.04782869,0.00581932,0.01245751,0.04683775,0.00254673,0.0555324,-0.03629488,-0.01094309,0.02718189,-0.00355795,0.04005891,-0.01990458,-0.00852871,-0.06313202,-0.03140478,-0.04536589,-0.10422902,-0.05982641,-0.01230383,0.00961585,0.02790446,0.00789597,0.05847933,-0.01783372,0.00962032,0.05866222,0.02601361,0.02793916,-0.26979953,0.03068163,0.04220859,-0.02868266,-0.09173433,-0.01738752,0.04289103,0.00881162,-0.04722809,0.01127,0.00865429,0.01916429,0.05378183,0.01841501,-0.02490663,-0.06524423,-0.00376066,-0.05247312,-0.02755183,0.05732418,0.00990725,-0.01220547,-0.03824747,-0.00843847,0.01876927,-0.03669746,0.01521502,0.01983664,-0.03068997,-0.01119069,0.00723592,0.04254078,-0.07500538,-0.02017346,0.00737649,0.02642949,-0.00334695,0.10357308,-0.05101009,0.01874861,0.01516039,-0.05401858,0.00590946,-0.03667465,-0.03839323,-0.06115799,0.0197215,0.00779143,-0.02837518,0.00121944,0.02866922,-0.04798699,0.00549502,-0.00813572,0.08344332,-0.01335388,-0.00865675,-0.00063084,0.02530398,0.00918458,0.00240348,-0.01560623,0.01151494,-0.00367678,0.02644916,0.03362491,0.01652312,-0.01465121,0.05391981,0.06000238,-0.05424735,-0.00738959,-0.00509272,0.016466,-0.02713678,-0.02250965,0.00103689,-0.01681723,-0.03387734,-0.1262223,-0.02317294,-0.07803225,-0.0993823,0.13967071,-0.05487924,0.0037463,0.01944356,-0.00859239,-0.02780228,0.07710917,-0.01516016,-0.02220491,0.03305377,-0.046662,0.05833658,0.12733957,-0.04814702,0.00154395,-0.03401837,-0.07626993,-0.03019551,0.12612537,0.01753052,-0.02773548,-0.02056631,0.06055476,0.01855475,-0.07090388,0.01431209,-0.00334048,0.0192597,-0.0163972,0.06738758,0.09683182,0.09598109,0.01006411,-0.03882705,0.03970144,-0.0056285,-0.02739967,-0.04006793,0.04103617,-0.01597453,-0.03552204,0.01427345,-0.02259326,0.03801757,-0.0061365,-0.07310129,0.01698487,0.00697032,0.02971563,-0.05128564,-0.05741592,-0.03495617,-0.02246238,-0.00175471,-0.09074894,0.09930959,0.04973929,-0.04062723,-0.03351645,0.0581498,-0.00161241,0.03940171,-0.02528874,0.02956435,0.03717725,-0.03659784,-0.01004796,0.06004794,0.04462557,0.00403185,0.02965445,0.01801541,-0.00083918,0.04804205,0.10274957,0.02774204,-0.00718372,-0.08810395,-0.20157294,-0.00123127,0.03808947,-0.05720103,-0.01283234,0.01548595,0.0508883,-0.07616311,0.1036773,0.07479197,0.0782224,0.07044954,-0.05976588,-0.00697534,0.00523593,-0.00695681,0.03794569,-0.04291292,-0.02160001,0.05070641,0.0219473,-0.01061888,0.00747226,-0.00539579,0.04408463,0.0056252,0.09495005,0.04071087,-0.04288275,-0.02625296,0.05390524,0.01512447,-0.00758446,-0.09228418,0.05613212,0.00679654,-0.04823154,-0.01277082,-0.01320283,-0.05947952,0.01742423,0.02438481,0.00880528,-0.04446401,-0.04157336,-0.05577935,-0.02345069,-0.00571509,-0.05351062,0.04255898,0.04080776,0.0058984,0.09423952,0.03665904,-0.00573552,-0.0163237,-0.01047603,-0.0047753,0.00098078,0.0038746,0.0290133,0.00651435,-0.01357754,-0.06995568,-0.02247181,-0.00204834,0.00736542,0.02645969,-0.02296801,0.04411576,0.02171151,0.13010088,0.01360519,0.02589878,0.05473169,0.04284343,0.00254366,-0.07819048,-0.00619903,0.00189728,0.03881833,0.00250697,0.08441199,0.05166014,-0.02431281,0.0133683,0.0373925,-0.05107107,0.01429161,-0.01447571,-0.06571983,-0.04141194,-0.01259902,0.00025455,0.03408977,-0.00500045,-0.32317805,0.02471129,-0.04988255,0.01206101,0.02758442,0.01801583,-0.01669815,-0.01008383,-0.03663532,0.03667895,-0.05621309,0.07594997,0.03049136,-0.07207087,0.00564484,0.0160503,0.00793649,-0.01916395,0.0020979,-0.03888035,-0.02610042,0.0267573,0.19182304,-0.03084715,-0.0162387,-0.03340451,-0.01744382,0.04894535,0.0865764,-0.00904047,-0.01427078,-0.01819906,0.09689737,0.0288652,0.00989372,0.0192777,-0.0458016,0.01426494,-0.01774603,-0.04559176,-0.04665128,0.04634793,-0.01519447,0.01683944,0.09266575,0.00675044,-0.05653271,-0.06239571,-0.01588566,0.00085946,-0.0232172,-0.02307927,-0.03829979,0.0326874,0.02379701,0.06903826,0.04876067,0.01747691,-0.02991226,-0.01490318,0.03111873,0.01207038,0.00871143,0.05328949,0.03322826],"last_embed":{"hash":"8zlpkd","tokens":494}}},"last_read":{"hash":"8zlpkd","at":1762477787177},"class_name":"SmartSource","last_import":{"mtime":1762477775276,"size":16339,"at":1762477786838,"hash":"8zlpkd"},"blocks":{"#---frontmatter---":[1,3],"#paper #research":[4,203],"#paper #research#{1}":[6,6],"#paper #research#概要":[7,16],"#paper #research#概要#{1}":[9,16],"#paper #research#背景とモチベーション":[17,42],"#paper #research#背景とモチベーション#{1}":[19,42],"#paper #research#mimium and lambda-mmm":[43,60],"#paper #research#mimium and lambda-mmm#{1}":[45,60],"#paper #research#多段階計算":[61,71],"#paper #research#多段階計算#{1}":[63,67],"#paper #research#多段階計算#シンタックス":[68,71],"#paper #research#コールツリーの解析":[72,84],"#paper #research#コールツリーの解析#{1}":[74,76],"#paper #research#コールツリーの解析#{2}":[77,84],"#paper #research#状態構造ツリー同士の比較":[85,121],"#paper #research#状態構造ツリー同士の比較#{1}":[87,107],"#paper #research#状態構造ツリー同士の比較#サンプルコード":[108,121],"#paper #research#状態構造ツリー同士の比較#サンプルコード#{1}":[110,121],"#paper #research#議論":[122,191],"#paper #research#議論#他の言語とのコンパイル時計算のパラダイム比較":[125,141],"#paper #research#議論#他の言語とのコンパイル時計算のパラダイム比較#{1}":[127,141],"#paper #research#議論#ライブ状態更新のエッジケース":[142,191],"#paper #research#議論#ライブ状態更新のエッジケース#{1}":[144,191],"#paper #research#将来的な展望":[192,203],"#paper #research#将来的な展望#{1}":[195,203]},"outlinks":[{"title":"mimium","target":"mimium","line":9}],"metadata":{"date":"2025-09-25 11:42","tags":["#paper","#research"]},"task_lines":[],"last_embed":{"hash":"8zlpkd","at":1762477786840}},"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.05343569,-0.02276212,-0.00493772,-0.02727032,0.03583685,0.03858753,-0.05774711,0.06665628,0.05496653,0.01828371,0.00991562,-0.04046609,0.0497411,0.04296852,0.00684103,-0.02394044,0.01604979,-0.02846317,-0.05471098,0.00234608,0.14986652,-0.04893747,0.03862844,-0.01445223,0.07015452,0.01167801,-0.03015823,-0.021994,-0.03320039,-0.17582555,-0.03348799,0.02183075,0.07200541,0.027954,0.05884126,0.0293537,0.01034363,0.03337459,0.02899944,0.05512925,-0.04186874,-0.02427716,0.0404092,-0.00227087,0.04673369,-0.02492385,-0.00110211,-0.06316494,-0.02222201,-0.04614794,-0.11163143,-0.05960578,-0.01853532,0.00809168,0.01791154,0.00276335,0.06782754,-0.02169805,0.0128931,0.05871256,0.0216367,0.04354564,-0.26473859,0.03494333,0.04706164,-0.0225456,-0.12474686,-0.01367613,0.02885582,0.01369569,-0.05274194,0.03373143,0.02819168,0.01546781,0.05492177,0.01732524,-0.01935787,-0.05594111,-0.00048804,-0.05215662,-0.03871988,0.06168233,0.01646002,0.00630089,-0.07018056,-0.00989671,0.01186269,-0.04204162,0.02829689,0.00649595,-0.01718502,-0.00201329,0.00278569,0.04814382,-0.07498804,-0.04750616,0.01189883,0.03757512,0.01377438,0.11157701,-0.03922059,-0.01530225,0.04329529,-0.04597033,-0.0008077,-0.04700599,-0.04278919,-0.05998809,0.01710407,0.0232681,-0.0333894,-0.00067843,-0.0003491,-0.0399565,0.0093478,-0.02836007,0.04697407,-0.0266952,-0.01560606,-0.0129009,-0.01142021,0.02690523,-0.01819305,-0.00522432,0.01067715,-0.03110302,0.02890208,0.03563762,0.02858741,-0.00976116,0.03345513,0.05172559,-0.03278794,-0.00927024,-0.01888583,0.01414349,-0.02717456,-0.00471134,-0.00132043,-0.01242666,-0.01322245,-0.08796342,-0.02079999,-0.07263101,-0.09997945,0.1373073,-0.04439487,0.00092553,0.00479806,0.00132427,-0.01503072,0.07776805,-0.03456628,0.00252297,0.02932335,-0.04145471,0.0573907,0.12709944,-0.04114824,-0.0054138,-0.03003684,-0.06461797,-0.02422841,0.13956787,-0.00248128,-0.01022547,-0.03041778,0.06326246,-0.01124075,-0.06998676,0.01520631,-0.01213993,0.02479841,-0.01768028,0.03812258,0.09203844,0.07720764,0.00145132,-0.03204519,0.03991528,-0.00237654,-0.01665159,-0.05186702,0.03133264,-0.0005436,-0.02966974,0.01028204,-0.02299996,0.03472398,-0.01182266,-0.07900166,0.02347972,0.00754378,0.01956388,-0.06929918,-0.04449216,-0.03627926,-0.0458458,-0.00828496,-0.09906923,0.09641186,0.07365742,-0.0447633,-0.0216666,0.05396163,0.01477588,0.03965201,-0.01418374,0.02901811,0.03467606,-0.05332969,-0.01327084,0.05161204,0.03487182,0.00462642,0.03298855,0.02404168,-0.00924715,0.06280075,0.1214318,0.04595529,-0.02867019,-0.0983308,-0.1997018,-0.01501747,0.03004959,-0.05525944,-0.00015746,0.0126258,0.05339615,-0.06090238,0.08656404,0.06779815,0.07599812,0.06800019,-0.081009,-0.00285215,0.01785922,-0.00850988,0.0272658,-0.04827031,-0.02121013,0.04371137,0.0277258,-0.0102146,0.00637856,0.01326871,0.06158377,0.00338698,0.10247099,0.02027255,-0.02979692,-0.01565589,0.03912759,0.01457405,-0.00513789,-0.08655265,0.05505828,0.01794814,-0.04774585,-0.00775473,-0.0139082,-0.06082834,0.02120636,0.02460137,0.00415645,-0.03736355,-0.03420971,-0.05094405,-0.02451883,-0.01089758,-0.05665756,0.04032783,0.02842801,0.01576356,0.07860029,0.02142696,-0.00923441,-0.00420423,-0.00494224,0.00801498,-0.01585533,-0.00270933,0.03143035,-0.00528208,0.02523706,-0.08112381,-0.00882429,0.01558604,0.00522177,0.03548985,-0.01602915,0.04929634,0.03292096,0.13617313,0.02392963,0.03510226,0.04649833,0.05237094,0.02395771,-0.08057741,-0.00616684,-0.00439531,0.03603383,0.01154336,0.07786124,0.02112176,-0.03931577,0.01843913,0.03703636,-0.06251846,0.00561799,-0.02108989,-0.07670567,-0.02766948,-0.00927284,0.0147537,0.0364234,-0.02170224,-0.31440437,0.01273635,-0.0602063,0.02294281,0.01447169,0.0191886,-0.0097608,0.0040282,-0.02172449,0.01993538,-0.05602426,0.06738894,0.03478452,-0.07243875,-0.01297915,0.02248641,0.00057458,-0.02228706,0.01903428,-0.03585676,-0.03000606,0.0214329,0.19893576,-0.05188014,-0.0173067,-0.05273809,0.00133582,0.05064596,0.06896489,-0.01941683,0.01286868,-0.02065241,0.08816011,0.02566613,0.02710301,0.02173639,-0.04535766,0.01974703,-0.00893253,-0.06499813,-0.03449999,0.04657772,-0.03338411,-0.00754571,0.07574567,0.0119326,-0.04393596,-0.06126806,-0.01742744,0.00401071,-0.02667072,-0.02134887,-0.05733671,0.02578625,0.04768297,0.05893463,0.03378516,0.00783837,-0.02395466,-0.00578366,0.03493203,0.01455517,0.02372044,0.07562348,0.03424677],"last_embed":{"hash":"1he6emk","tokens":482}}},"text":null,"length":0,"last_read":{"hash":"1he6emk","at":1762477786939},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research","lines":[4,203],"size":6770,"outlinks":[{"title":"mimium","target":"mimium","line":6}],"class_name":"SmartBlock","last_embed":{"hash":"1he6emk","at":1762477786939}},
+"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.05257612,-0.01181993,0.01758547,-0.01850395,0.0505383,0.00294364,-0.08492985,0.05765963,0.00992155,0.01455656,-0.00015981,-0.05301483,0.05741436,0.03775103,0.01492254,-0.03672417,0.02442258,0.01974264,-0.05504024,-0.01748514,0.13348797,-0.05851682,0.02990885,-0.01187174,0.04447762,0.01026397,0.02574348,-0.01336454,-0.0064847,-0.18059541,-0.00549501,0.0110319,0.06887683,0.02283813,0.01109569,0.06454948,-0.02249426,0.05507838,-0.03068666,0.0530109,0.01165346,-0.00597111,-0.00226487,0.00874368,0.00691326,-0.03501778,-0.0285456,-0.05180912,-0.01583145,-0.03340646,-0.13034423,-0.0486403,-0.01371025,0.02546113,-0.01121315,0.01891042,0.07013666,-0.02598504,0.02004764,0.0500788,0.01688151,0.04547938,-0.26262015,0.02004858,0.05150083,-0.00860371,-0.08596947,-0.05156328,-0.01455771,0.04660583,-0.07378148,-0.01161505,0.07188013,0.03289743,0.05629182,0.03290885,-0.05312007,-0.09399594,-0.02458913,-0.01337297,-0.01578705,0.05100545,-0.00053961,0.00723879,-0.03420467,-0.0035921,0.05522168,-0.01338427,0.03650068,0.03058986,-0.03047304,-0.02974719,-0.00638286,0.02838391,-0.07617045,-0.03695213,-0.0052476,0.03270285,0.02117594,0.10546494,-0.02687813,-0.013354,0.01571622,-0.04065527,0.03887557,-0.01477138,-0.01930824,-0.03652501,0.02761297,0.042069,0.02015934,-0.00350295,0.00733882,-0.05549689,-0.01402727,-0.04955514,0.05970082,-0.02021844,-0.00566542,-0.02749448,0.0323278,0.00028556,0.01771756,-0.00396807,0.06708358,0.0111225,0.04416964,0.05661608,0.03820456,0.00204707,0.04002752,0.02782724,-0.07505298,-0.03433084,-0.03493326,0.02297378,-0.00981633,-0.00043033,0.00888615,-0.01314416,-0.02189077,-0.10856921,-0.01297352,-0.08361703,-0.08046953,0.14390729,-0.03850973,-0.00875862,0.00047212,0.02163024,0.0079214,0.07927394,-0.02803317,-0.01983033,0.01690358,-0.07748815,0.0419574,0.13419726,-0.04336146,-0.02029464,-0.02555194,-0.05670151,-0.05903766,0.16891646,0.02925104,0.00650135,-0.00329335,0.07216172,0.0047693,-0.01097954,0.03684091,-0.00609465,-0.01640707,-0.02949729,0.04597832,0.02598444,0.05204189,0.00156542,-0.05197245,0.04266084,-0.0161116,-0.00366672,-0.04348825,0.03641158,0.00294355,-0.0546889,0.00441831,-0.02677075,0.01932296,0.02133815,-0.08515178,0.0260663,0.03071453,0.02423245,-0.05326841,-0.0122551,-0.01639331,-0.04061325,-0.04662435,-0.03639754,0.10678323,0.08209491,-0.04323513,-0.02400909,0.05829206,0.00534319,0.0346624,-0.00153566,0.02127368,0.0225282,-0.05397287,-0.01601326,0.04889207,0.06104246,-0.02048184,0.03644728,-0.01899464,0.00471843,0.04850255,0.09203487,0.00944601,-0.03553732,-0.11162833,-0.21263559,0.00138503,0.00993796,-0.05059028,-0.02268743,0.00254843,0.06286119,-0.06295224,0.07787757,0.01794805,0.07937091,0.03869528,-0.03819545,-0.0330379,-0.02738932,-0.009862,0.03119842,-0.03032791,-0.02415689,0.03346152,-0.00620225,-0.00469434,0.00663645,-0.03299395,-0.00155525,-0.00409787,0.13930434,0.04348494,-0.0356808,-0.01175724,0.06731161,0.01036338,0.00301522,-0.06848584,0.03046364,0.00897304,-0.03362364,-0.02612394,0.00423195,-0.01948225,0.00205784,0.03793446,-0.01844694,-0.04052457,-0.04053539,-0.02570659,-0.00513665,0.01815006,-0.03047542,0.02800344,0.0048764,0.02902045,0.08265989,0.00799612,0.00502366,-0.0228055,-0.0377428,-0.02091636,-0.02338255,0.03220836,0.05102959,0.03540395,0.00293683,-0.05531864,-0.00301364,-0.00693447,-0.0326099,0.02956131,0.03490286,0.01484392,0.01392404,0.12947306,0.02541214,0.05723283,0.06258877,0.03342882,0.0481639,-0.06556331,-0.03751463,0.0123283,0.03085651,-0.03353065,0.04044407,0.02347516,-0.01765877,0.02530737,0.03076594,-0.05254726,0.02135975,-0.03009278,-0.09896453,-0.01457623,-0.00704678,-0.01827259,0.00997391,0.03633238,-0.31393686,0.03610008,-0.0470438,0.02202045,-0.00464101,0.02928736,-0.02539502,-0.06906985,-0.03422187,-0.00562496,-0.0184208,0.09598855,0.01911649,-0.02020168,-0.02338083,0.0345613,0.02780381,0.01034856,0.0165675,-0.0377565,-0.03750483,0.01999204,0.20111591,-0.04259444,-0.0166424,-0.04207296,0.01754695,0.05084137,0.03035362,0.03594632,-0.02488815,0.02031487,0.11262053,0.01809701,-0.02287507,0.02951719,-0.05554366,-0.01532961,0.013411,-0.01256917,-0.06687639,0.04461439,-0.00677061,0.02309476,0.09730598,0.0029048,-0.02837275,-0.09101298,-0.00612904,0.00181239,-0.056134,-0.0141626,-0.05902284,0.03846518,0.00642199,0.06398882,0.03615258,-0.00094746,-0.03862673,-0.03815905,0.03977284,0.00951845,0.00548467,0.03192976,0.02298036],"last_embed":{"hash":"af10e8","tokens":455}}},"text":null,"length":0,"last_read":{"hash":"af10e8","at":1762477787024},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論","lines":[122,191],"size":2072,"outlinks":[],"class_name":"SmartBlock","last_embed":{"hash":"af10e8","at":1762477787024}},
+"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論#ライブ状態更新のエッジケース": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.09997915,-0.03318842,-0.03865148,-0.04750464,0.05100582,0.01524728,-0.06272881,0.01331021,0.07032676,0.00908121,-0.01494003,-0.10413346,0.0539959,0.04304074,0.04538897,0.0021864,0.01173028,-0.02547642,-0.04806385,-0.02586571,0.09211976,-0.03952409,0.02974058,-0.05673878,0.03219589,0.03317002,-0.03592463,-0.04378828,-0.00383545,-0.18714941,-0.01106345,0.0346474,0.05426453,0.01106122,0.02087202,0.03061308,-0.01130752,0.02512257,-0.04488027,0.06105657,0.02632145,-0.02572992,-0.00417922,0.00051738,0.03772401,-0.01324532,-0.0354352,-0.03835327,0.01737144,-0.01449946,-0.04485257,-0.01550212,-0.03800333,-0.02173945,0.0570723,0.00471908,0.04636635,0.00929894,0.05218727,0.0154314,0.01831884,-0.00699534,-0.2319472,0.03900171,0.04704274,-0.00730204,-0.04937227,-0.03835197,0.05344108,0.03619832,-0.06461076,0.01996739,0.01600438,0.02736244,0.00473508,-0.01569284,-0.01906291,0.00596668,-0.00781909,-0.00753315,-0.06275057,0.06434924,0.00915113,-0.06879482,-0.03852237,-0.02544473,0.04440939,-0.00090825,0.06317367,0.0334027,-0.02393082,-0.012789,0.04400272,0.0750029,-0.04042078,-0.01803903,0.00087531,0.05106657,-0.00558738,0.09546001,-0.03709001,0.01359543,0.02061445,-0.04122228,0.03434445,-0.06919739,0.00080982,-0.07834081,-0.01800476,0.00568833,0.01965043,-0.00598706,0.00815159,-0.07031851,-0.03132465,0.03135383,0.04754442,0.01081745,-0.01417282,-0.01190106,-0.00415026,-0.00294051,0.00156432,-0.00324771,0.05748313,-0.03128164,0.04324066,0.06114583,0.05425465,0.01292387,0.02531212,0.02299523,-0.10028766,-0.03700776,-0.00496597,0.01703872,-0.03692744,0.05438719,-0.00638126,0.00013985,-0.00900738,-0.1214399,-0.00224158,-0.08712935,-0.07325541,0.09083644,0.0097782,0.04357359,-0.04159386,-0.04014946,-0.02021443,0.06520478,-0.03350957,-0.03597978,0.03874411,0.00090941,0.0532718,0.1022549,-0.03164683,-0.04243127,-0.01516893,-0.06520104,-0.04154655,0.10045096,0.03572505,-0.04599629,-0.01805279,0.07291895,0.06108586,-0.0240965,0.04822683,-0.0152703,-0.03919616,-0.03665772,0.01481289,0.00395902,0.05499782,0.02646029,-0.02682399,0.00703695,0.01330681,-0.01255835,-0.0503209,0.00918892,0.04765601,-0.08364639,-0.00077717,-0.03544467,0.02351345,0.05379155,-0.0796281,-0.03647735,0.00272282,0.01580495,-0.0437623,-0.03749261,-0.0724695,0.02741661,0.01188693,-0.05843011,0.13454317,0.07806182,-0.00932207,-0.06195597,-0.00347175,-0.01459012,0.01257533,0.01092602,0.00350465,0.04504784,-0.09251721,0.00921145,0.02964769,0.03496177,0.00249218,-0.01717672,-0.00372039,0.01254089,0.08445991,0.06255802,0.03306496,-0.01542932,-0.06012057,-0.20695315,0.00030905,0.08121052,0.00313295,-0.02828955,-0.01510861,0.00294003,-0.03511029,0.05807137,0.03818707,0.04918445,0.05994214,-0.00432233,0.02317973,0.02763733,0.00340447,0.00928276,-0.04662327,0.02476329,0.01521946,0.00859761,-0.00184631,0.02017643,0.03527484,0.05489688,-0.06310362,0.12982227,-0.00821661,-0.02085961,0.02052123,0.0395061,0.00205653,0.01575257,-0.03509127,0.02768393,0.01604561,-0.02702821,-0.00393186,-0.06011908,-0.04427496,0.05068984,0.01483704,-0.02406136,-0.09846415,-0.08486507,-0.05789598,-0.02116685,-0.03642405,-0.04577696,0.047018,0.04112078,0.01544121,0.11948493,0.03424397,0.01848969,-0.00809284,-0.06723618,0.01498065,0.00478474,-0.01778312,0.0281689,0.01616311,0.0058402,-0.02333264,0.00385556,-0.00480532,-0.01161924,0.01133593,0.05024749,0.02485623,-0.01671848,0.12098928,0.01114417,0.0049527,0.04388956,0.04844655,-0.02415107,-0.11629374,-0.00739306,-0.00137676,0.00411587,0.02216469,0.0048449,0.03695531,-0.00609968,0.03883062,0.0088779,-0.0020171,0.06160284,-0.00530578,-0.08540496,-0.00796996,0.00873877,-0.01026066,0.05176714,0.02335937,-0.30314901,-0.01072436,-0.03602726,0.02193734,-0.00752207,-0.0075812,0.01310625,0.00880228,-0.0308932,0.02959402,-0.04493744,0.05777857,0.04485707,-0.0580443,0.03431352,0.00874277,0.04278428,-0.0618556,0.10274889,-0.05367938,-0.05086338,0.04150786,0.23341078,-0.03322841,-0.04204809,-0.0193635,-0.02181889,0.05179841,0.0900225,-0.04151344,0.00764402,-0.00766414,0.08874037,-0.00127877,0.0098977,0.05981315,-0.02921353,-0.02241422,-0.03059527,-0.04540164,-0.03353207,0.04848681,-0.06886525,0.04571496,0.11611974,-0.05550314,-0.0453041,-0.09431569,-0.00269616,0.02153925,-0.03495578,-0.03270504,-0.02514644,0.01812248,0.05087919,0.03053189,0.02563384,0.05431761,-0.01564446,-0.00821328,0.0436695,-0.00835549,0.04827548,0.08146092,0.00943003],"last_embed":{"hash":"20jaik","tokens":497}}},"text":null,"length":0,"last_read":{"hash":"20jaik","at":1762477787098},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論#ライブ状態更新のエッジケース","lines":[142,191],"size":1489,"outlinks":[],"class_name":"SmartBlock","last_embed":{"hash":"20jaik","at":1762477787098}},
+"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論#ライブ状態更新のエッジケース#{1}": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.09864642,-0.03301219,-0.04145401,-0.04936271,0.05566839,0.0115658,-0.06719708,0.01058276,0.06909497,0.00840291,-0.01480785,-0.10370428,0.04973544,0.0428778,0.04774723,0.00575856,0.01507309,-0.02481162,-0.05161487,-0.02502265,0.09081247,-0.03730789,0.03183353,-0.05744439,0.03205866,0.03202672,-0.04096836,-0.04268917,-0.00602952,-0.18575199,-0.01211681,0.02843293,0.0554385,0.01032978,0.01921334,0.02698595,-0.01057736,0.02402408,-0.04442021,0.06010939,0.02764292,-0.02421804,-0.00155162,0.00233898,0.03537337,-0.01310443,-0.02789398,-0.0388453,0.01927125,-0.01510864,-0.04726687,-0.01885647,-0.03486975,-0.02187976,0.058625,0.00322962,0.04460245,0.01210492,0.05163071,0.01883166,0.01681642,-0.0073621,-0.22967574,0.03617572,0.04714842,-0.00679009,-0.04903321,-0.03765589,0.05740416,0.03445346,-0.06242796,0.02113339,0.01780252,0.03105403,0.00287403,-0.01280941,-0.01626207,0.0077718,-0.00940456,-0.00778458,-0.06610197,0.06477059,0.00876092,-0.0648481,-0.03946522,-0.02106098,0.04571966,-0.00195651,0.0636487,0.03432934,-0.02688106,-0.0108918,0.04166048,0.07473648,-0.04141602,-0.01908477,-0.00319981,0.05060102,-0.00313025,0.09627423,-0.03595373,0.01006767,0.01972743,-0.04300549,0.03600123,-0.06426513,-0.00135731,-0.07534654,-0.01870725,0.00445072,0.02250777,-0.004152,0.00448171,-0.0700489,-0.03385567,0.03276541,0.04690179,0.01137514,-0.01673769,-0.00733564,-0.00255547,-0.00343857,0.0006215,0.00196635,0.05688384,-0.0308127,0.03666047,0.06474207,0.058304,0.01130507,0.02445469,0.01855968,-0.10259405,-0.03868029,-0.00460584,0.01621221,-0.03932772,0.05366392,-0.00457352,-0.00134358,-0.00851834,-0.12280439,-0.00169597,-0.08512317,-0.07619675,0.08486823,0.01543997,0.04455972,-0.04300983,-0.0406383,-0.01636351,0.06328656,-0.03666995,-0.03508437,0.03899178,-0.00088721,0.05420582,0.10360098,-0.02836413,-0.039055,-0.01581065,-0.06374185,-0.03933958,0.09948564,0.03537578,-0.04223439,-0.01720624,0.07951129,0.0588581,-0.02531701,0.04616224,-0.01305996,-0.04137275,-0.03779645,0.01434032,0.00336182,0.05235698,0.02379247,-0.02767267,0.00676489,0.01238084,-0.01120764,-0.04723272,0.01360656,0.04957646,-0.07889888,-0.00150275,-0.03482617,0.02297526,0.05553823,-0.07867304,-0.03541692,0.00035764,0.01635648,-0.04537538,-0.03977286,-0.07060464,0.02607786,0.00926921,-0.05649717,0.13451858,0.08048537,-0.01000875,-0.05995265,-0.00410065,-0.0169659,0.01043809,0.00838179,0.00351262,0.04790225,-0.09020935,0.0105534,0.03052809,0.03644011,0.00040007,-0.01583582,-0.00124614,0.01251164,0.08173337,0.06270517,0.03126618,-0.0211635,-0.06472486,-0.21005972,-0.00126933,0.07963061,-0.0004712,-0.02621379,-0.01431328,-0.00112962,-0.03395163,0.05759453,0.0336218,0.05176158,0.06022225,-0.00212086,0.01801509,0.02921499,0.00621369,0.00636527,-0.04751034,0.02339218,0.02012063,0.00768759,-0.00128883,0.02336741,0.03427387,0.05590067,-0.06329011,0.13182531,-0.00604873,-0.01542188,0.01938045,0.03791178,0.00625108,0.01824614,-0.03410915,0.02917897,0.01658398,-0.02868727,-0.0047609,-0.05758401,-0.04722102,0.05163619,0.01367658,-0.02323177,-0.10024755,-0.08443122,-0.05793836,-0.02180967,-0.03600826,-0.04581047,0.04741846,0.04358756,0.01286278,0.12068816,0.03231791,0.01434276,-0.00943299,-0.0694612,0.01437111,0.00733239,-0.01575525,0.03131364,0.01615984,0.00503126,-0.02720092,0.00205658,-0.00352748,-0.01576385,0.01213594,0.05306305,0.02299073,-0.0199168,0.11791673,0.0128083,0.00281077,0.04302019,0.0508696,-0.02792066,-0.11650489,-0.00754943,-0.00164392,0.00489477,0.0198956,0.00184183,0.03396053,-0.00315909,0.04073241,0.00622043,-0.00080698,0.05801599,-0.00690467,-0.08588611,-0.00532739,0.00449759,-0.009416,0.05039963,0.02418437,-0.30381772,-0.00912856,-0.03395159,0.02413658,-0.00770983,-0.00950006,0.01292376,0.0074062,-0.03085768,0.02573377,-0.04116917,0.05621596,0.04336759,-0.06243427,0.03715289,0.01004653,0.0444142,-0.05899764,0.10791947,-0.05587053,-0.05060616,0.04378186,0.2340447,-0.03407375,-0.03973508,-0.01792437,-0.02103338,0.04737235,0.09278109,-0.03997319,0.00992296,-0.00869396,0.09718436,-0.00006034,0.00940288,0.05852269,-0.02562771,-0.02534543,-0.0281322,-0.04786767,-0.03333422,0.04826681,-0.07193249,0.04337008,0.11688212,-0.05190152,-0.04175276,-0.09385237,-0.00392039,0.02145373,-0.03443108,-0.03070346,-0.02247825,0.01688834,0.04917333,0.03127884,0.02466579,0.05725809,-0.01948239,-0.00812679,0.04170003,-0.01075225,0.04663057,0.07939371,0.00922862],"last_embed":{"hash":"f5fgl5","tokens":497}}},"text":null,"length":0,"last_read":{"hash":"f5fgl5","at":1762477787177},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論#ライブ状態更新のエッジケース#{1}","lines":[144,191],"size":1469,"outlinks":[],"class_name":"SmartBlock","last_embed":{"hash":"f5fgl5","at":1762477787177}},
+
+"smart_sources:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md": {"path":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md","embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.04828151,-0.01517538,0.00906407,-0.02771934,0.0346327,0.03131747,-0.07433163,0.05349542,0.04490082,0.01965595,0.01266471,-0.06406876,0.05357479,0.06090457,0.01119192,-0.01839614,0.01343946,-0.05031481,-0.05249674,-0.01529202,0.15580373,-0.03936385,0.03425002,-0.02554833,0.07515801,0.01809142,-0.02068525,-0.01750689,-0.03466494,-0.16523767,-0.03803512,0.01336498,0.07223744,0.01510463,0.04782869,0.00581932,0.01245751,0.04683775,0.00254673,0.0555324,-0.03629488,-0.01094309,0.02718189,-0.00355795,0.04005891,-0.01990458,-0.00852871,-0.06313202,-0.03140478,-0.04536589,-0.10422902,-0.05982641,-0.01230383,0.00961585,0.02790446,0.00789597,0.05847933,-0.01783372,0.00962032,0.05866222,0.02601361,0.02793916,-0.26979953,0.03068163,0.04220859,-0.02868266,-0.09173433,-0.01738752,0.04289103,0.00881162,-0.04722809,0.01127,0.00865429,0.01916429,0.05378183,0.01841501,-0.02490663,-0.06524423,-0.00376066,-0.05247312,-0.02755183,0.05732418,0.00990725,-0.01220547,-0.03824747,-0.00843847,0.01876927,-0.03669746,0.01521502,0.01983664,-0.03068997,-0.01119069,0.00723592,0.04254078,-0.07500538,-0.02017346,0.00737649,0.02642949,-0.00334695,0.10357308,-0.05101009,0.01874861,0.01516039,-0.05401858,0.00590946,-0.03667465,-0.03839323,-0.06115799,0.0197215,0.00779143,-0.02837518,0.00121944,0.02866922,-0.04798699,0.00549502,-0.00813572,0.08344332,-0.01335388,-0.00865675,-0.00063084,0.02530398,0.00918458,0.00240348,-0.01560623,0.01151494,-0.00367678,0.02644916,0.03362491,0.01652312,-0.01465121,0.05391981,0.06000238,-0.05424735,-0.00738959,-0.00509272,0.016466,-0.02713678,-0.02250965,0.00103689,-0.01681723,-0.03387734,-0.1262223,-0.02317294,-0.07803225,-0.0993823,0.13967071,-0.05487924,0.0037463,0.01944356,-0.00859239,-0.02780228,0.07710917,-0.01516016,-0.02220491,0.03305377,-0.046662,0.05833658,0.12733957,-0.04814702,0.00154395,-0.03401837,-0.07626993,-0.03019551,0.12612537,0.01753052,-0.02773548,-0.02056631,0.06055476,0.01855475,-0.07090388,0.01431209,-0.00334048,0.0192597,-0.0163972,0.06738758,0.09683182,0.09598109,0.01006411,-0.03882705,0.03970144,-0.0056285,-0.02739967,-0.04006793,0.04103617,-0.01597453,-0.03552204,0.01427345,-0.02259326,0.03801757,-0.0061365,-0.07310129,0.01698487,0.00697032,0.02971563,-0.05128564,-0.05741592,-0.03495617,-0.02246238,-0.00175471,-0.09074894,0.09930959,0.04973929,-0.04062723,-0.03351645,0.0581498,-0.00161241,0.03940171,-0.02528874,0.02956435,0.03717725,-0.03659784,-0.01004796,0.06004794,0.04462557,0.00403185,0.02965445,0.01801541,-0.00083918,0.04804205,0.10274957,0.02774204,-0.00718372,-0.08810395,-0.20157294,-0.00123127,0.03808947,-0.05720103,-0.01283234,0.01548595,0.0508883,-0.07616311,0.1036773,0.07479197,0.0782224,0.07044954,-0.05976588,-0.00697534,0.00523593,-0.00695681,0.03794569,-0.04291292,-0.02160001,0.05070641,0.0219473,-0.01061888,0.00747226,-0.00539579,0.04408463,0.0056252,0.09495005,0.04071087,-0.04288275,-0.02625296,0.05390524,0.01512447,-0.00758446,-0.09228418,0.05613212,0.00679654,-0.04823154,-0.01277082,-0.01320283,-0.05947952,0.01742423,0.02438481,0.00880528,-0.04446401,-0.04157336,-0.05577935,-0.02345069,-0.00571509,-0.05351062,0.04255898,0.04080776,0.0058984,0.09423952,0.03665904,-0.00573552,-0.0163237,-0.01047603,-0.0047753,0.00098078,0.0038746,0.0290133,0.00651435,-0.01357754,-0.06995568,-0.02247181,-0.00204834,0.00736542,0.02645969,-0.02296801,0.04411576,0.02171151,0.13010088,0.01360519,0.02589878,0.05473169,0.04284343,0.00254366,-0.07819048,-0.00619903,0.00189728,0.03881833,0.00250697,0.08441199,0.05166014,-0.02431281,0.0133683,0.0373925,-0.05107107,0.01429161,-0.01447571,-0.06571983,-0.04141194,-0.01259902,0.00025455,0.03408977,-0.00500045,-0.32317805,0.02471129,-0.04988255,0.01206101,0.02758442,0.01801583,-0.01669815,-0.01008383,-0.03663532,0.03667895,-0.05621309,0.07594997,0.03049136,-0.07207087,0.00564484,0.0160503,0.00793649,-0.01916395,0.0020979,-0.03888035,-0.02610042,0.0267573,0.19182304,-0.03084715,-0.0162387,-0.03340451,-0.01744382,0.04894535,0.0865764,-0.00904047,-0.01427078,-0.01819906,0.09689737,0.0288652,0.00989372,0.0192777,-0.0458016,0.01426494,-0.01774603,-0.04559176,-0.04665128,0.04634793,-0.01519447,0.01683944,0.09266575,0.00675044,-0.05653271,-0.06239571,-0.01588566,0.00085946,-0.0232172,-0.02307927,-0.03829979,0.0326874,0.02379701,0.06903826,0.04876067,0.01747691,-0.02991226,-0.01490318,0.03111873,0.01207038,0.00871143,0.05328949,0.03322826],"last_embed":{"hash":"dqnma5","tokens":494}}},"last_read":{"hash":"dqnma5","at":1762477843388},"class_name":"SmartSource","last_import":{"mtime":1762477831543,"size":16393,"at":1762477843001,"hash":"dqnma5"},"blocks":{"#---frontmatter---":[1,3],"#paper #research":[4,203],"#paper #research#{1}":[6,6],"#paper #research#概要":[7,16],"#paper #research#概要#{1}":[9,16],"#paper #research#背景とモチベーション":[17,42],"#paper #research#背景とモチベーション#{1}":[19,42],"#paper #research#mimium and lambda-mmm":[43,60],"#paper #research#mimium and lambda-mmm#{1}":[45,60],"#paper #research#多段階計算":[61,71],"#paper #research#多段階計算#{1}":[63,67],"#paper #research#多段階計算#シンタックス":[68,71],"#paper #research#コールツリーの解析":[72,84],"#paper #research#コールツリーの解析#{1}":[74,76],"#paper #research#コールツリーの解析#{2}":[77,84],"#paper #research#状態構造ツリー同士の比較":[85,121],"#paper #research#状態構造ツリー同士の比較#{1}":[87,107],"#paper #research#状態構造ツリー同士の比較#サンプルコード":[108,121],"#paper #research#状態構造ツリー同士の比較#サンプルコード#{1}":[110,121],"#paper #research#議論":[122,191],"#paper #research#議論#他の言語とのコンパイル時計算のパラダイム比較":[125,141],"#paper #research#議論#他の言語とのコンパイル時計算のパラダイム比較#{1}":[127,141],"#paper #research#議論#ライブ状態更新のエッジケース":[142,191],"#paper #research#議論#ライブ状態更新のエッジケース#{1}":[144,191],"#paper #research#将来的な展望":[192,203],"#paper #research#将来的な展望#{1}":[195,203]},"outlinks":[{"title":"mimium","target":"mimium","line":9}],"metadata":{"date":"2025-09-25 11:42","tags":["#paper","#research"]},"task_lines":[],"last_embed":{"hash":"dqnma5","at":1762477843003}},"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.05343569,-0.02276212,-0.00493772,-0.02727032,0.03583685,0.03858753,-0.05774711,0.06665628,0.05496653,0.01828371,0.00991562,-0.04046609,0.0497411,0.04296852,0.00684103,-0.02394044,0.01604979,-0.02846317,-0.05471098,0.00234608,0.14986652,-0.04893747,0.03862844,-0.01445223,0.07015452,0.01167801,-0.03015823,-0.021994,-0.03320039,-0.17582555,-0.03348799,0.02183075,0.07200541,0.027954,0.05884126,0.0293537,0.01034363,0.03337459,0.02899944,0.05512925,-0.04186874,-0.02427716,0.0404092,-0.00227087,0.04673369,-0.02492385,-0.00110211,-0.06316494,-0.02222201,-0.04614794,-0.11163143,-0.05960578,-0.01853532,0.00809168,0.01791154,0.00276335,0.06782754,-0.02169805,0.0128931,0.05871256,0.0216367,0.04354564,-0.26473859,0.03494333,0.04706164,-0.0225456,-0.12474686,-0.01367613,0.02885582,0.01369569,-0.05274194,0.03373143,0.02819168,0.01546781,0.05492177,0.01732524,-0.01935787,-0.05594111,-0.00048804,-0.05215662,-0.03871988,0.06168233,0.01646002,0.00630089,-0.07018056,-0.00989671,0.01186269,-0.04204162,0.02829689,0.00649595,-0.01718502,-0.00201329,0.00278569,0.04814382,-0.07498804,-0.04750616,0.01189883,0.03757512,0.01377438,0.11157701,-0.03922059,-0.01530225,0.04329529,-0.04597033,-0.0008077,-0.04700599,-0.04278919,-0.05998809,0.01710407,0.0232681,-0.0333894,-0.00067843,-0.0003491,-0.0399565,0.0093478,-0.02836007,0.04697407,-0.0266952,-0.01560606,-0.0129009,-0.01142021,0.02690523,-0.01819305,-0.00522432,0.01067715,-0.03110302,0.02890208,0.03563762,0.02858741,-0.00976116,0.03345513,0.05172559,-0.03278794,-0.00927024,-0.01888583,0.01414349,-0.02717456,-0.00471134,-0.00132043,-0.01242666,-0.01322245,-0.08796342,-0.02079999,-0.07263101,-0.09997945,0.1373073,-0.04439487,0.00092553,0.00479806,0.00132427,-0.01503072,0.07776805,-0.03456628,0.00252297,0.02932335,-0.04145471,0.0573907,0.12709944,-0.04114824,-0.0054138,-0.03003684,-0.06461797,-0.02422841,0.13956787,-0.00248128,-0.01022547,-0.03041778,0.06326246,-0.01124075,-0.06998676,0.01520631,-0.01213993,0.02479841,-0.01768028,0.03812258,0.09203844,0.07720764,0.00145132,-0.03204519,0.03991528,-0.00237654,-0.01665159,-0.05186702,0.03133264,-0.0005436,-0.02966974,0.01028204,-0.02299996,0.03472398,-0.01182266,-0.07900166,0.02347972,0.00754378,0.01956388,-0.06929918,-0.04449216,-0.03627926,-0.0458458,-0.00828496,-0.09906923,0.09641186,0.07365742,-0.0447633,-0.0216666,0.05396163,0.01477588,0.03965201,-0.01418374,0.02901811,0.03467606,-0.05332969,-0.01327084,0.05161204,0.03487182,0.00462642,0.03298855,0.02404168,-0.00924715,0.06280075,0.1214318,0.04595529,-0.02867019,-0.0983308,-0.1997018,-0.01501747,0.03004959,-0.05525944,-0.00015746,0.0126258,0.05339615,-0.06090238,0.08656404,0.06779815,0.07599812,0.06800019,-0.081009,-0.00285215,0.01785922,-0.00850988,0.0272658,-0.04827031,-0.02121013,0.04371137,0.0277258,-0.0102146,0.00637856,0.01326871,0.06158377,0.00338698,0.10247099,0.02027255,-0.02979692,-0.01565589,0.03912759,0.01457405,-0.00513789,-0.08655265,0.05505828,0.01794814,-0.04774585,-0.00775473,-0.0139082,-0.06082834,0.02120636,0.02460137,0.00415645,-0.03736355,-0.03420971,-0.05094405,-0.02451883,-0.01089758,-0.05665756,0.04032783,0.02842801,0.01576356,0.07860029,0.02142696,-0.00923441,-0.00420423,-0.00494224,0.00801498,-0.01585533,-0.00270933,0.03143035,-0.00528208,0.02523706,-0.08112381,-0.00882429,0.01558604,0.00522177,0.03548985,-0.01602915,0.04929634,0.03292096,0.13617313,0.02392963,0.03510226,0.04649833,0.05237094,0.02395771,-0.08057741,-0.00616684,-0.00439531,0.03603383,0.01154336,0.07786124,0.02112176,-0.03931577,0.01843913,0.03703636,-0.06251846,0.00561799,-0.02108989,-0.07670567,-0.02766948,-0.00927284,0.0147537,0.0364234,-0.02170224,-0.31440437,0.01273635,-0.0602063,0.02294281,0.01447169,0.0191886,-0.0097608,0.0040282,-0.02172449,0.01993538,-0.05602426,0.06738894,0.03478452,-0.07243875,-0.01297915,0.02248641,0.00057458,-0.02228706,0.01903428,-0.03585676,-0.03000606,0.0214329,0.19893576,-0.05188014,-0.0173067,-0.05273809,0.00133582,0.05064596,0.06896489,-0.01941683,0.01286868,-0.02065241,0.08816011,0.02566613,0.02710301,0.02173639,-0.04535766,0.01974703,-0.00893253,-0.06499813,-0.03449999,0.04657772,-0.03338411,-0.00754571,0.07574567,0.0119326,-0.04393596,-0.06126806,-0.01742744,0.00401071,-0.02667072,-0.02134887,-0.05733671,0.02578625,0.04768297,0.05893463,0.03378516,0.00783837,-0.02395466,-0.00578366,0.03493203,0.01455517,0.02372044,0.07562348,0.03424677],"last_embed":{"hash":"thb4a8","tokens":482}}},"text":null,"length":0,"last_read":{"hash":"thb4a8","at":1762477843167},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research","lines":[4,203],"size":6788,"outlinks":[{"title":"mimium","target":"mimium","line":6}],"class_name":"SmartBlock","last_embed":{"hash":"thb4a8","at":1762477843167}},
+"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.05270262,-0.0118279,0.0181749,-0.01852717,0.05036654,0.00170614,-0.08429757,0.05745829,0.00965632,0.01419313,0.0002182,-0.05361018,0.05727421,0.03728032,0.01512163,-0.03540764,0.02512973,0.0201155,-0.05556538,-0.0170905,0.13361855,-0.05874223,0.02957323,-0.0118493,0.04464024,0.01034198,0.02585637,-0.01424615,-0.00678273,-0.17976242,-0.0056826,0.01073236,0.06908514,0.02289672,0.01082697,0.06552736,-0.02292406,0.05472842,-0.03127466,0.05230415,0.01192789,-0.00580478,-0.0016121,0.00899037,0.00761565,-0.03534356,-0.02862468,-0.05234625,-0.01639448,-0.03334514,-0.13040945,-0.04863974,-0.0141053,0.02534558,-0.01080821,0.01864494,0.06991421,-0.02616331,0.02105834,0.050142,0.01662208,0.04573178,-0.26285949,0.01988729,0.0511009,-0.00830073,-0.08598182,-0.05194284,-0.01497541,0.04694246,-0.07313664,-0.01138594,0.07198931,0.03320275,0.05528345,0.03240041,-0.05276215,-0.09407242,-0.02427839,-0.01308228,-0.0155837,0.05097587,-0.00087159,0.00693846,-0.03390066,-0.00366152,0.05429396,-0.01356859,0.03693313,0.03081244,-0.03035969,-0.02952416,-0.00643454,0.02841231,-0.07600728,-0.0365549,-0.0049406,0.03235696,0.02137914,0.10512904,-0.02548656,-0.01356003,0.01554785,-0.04027289,0.03945681,-0.0146423,-0.02025752,-0.03656862,0.02683592,0.04157903,0.01990519,-0.00372251,0.00784926,-0.05534526,-0.01429001,-0.04984513,0.05975672,-0.02000239,-0.00525103,-0.02704276,0.03212769,0.00022409,0.01778726,-0.00381537,0.06794725,0.01100321,0.04398553,0.05705142,0.03727531,0.0016021,0.03995214,0.02768952,-0.07480093,-0.03388911,-0.03493735,0.02312188,-0.0093896,-0.000261,0.00910706,-0.01369028,-0.02253827,-0.10885222,-0.01315131,-0.08345749,-0.08028141,0.14296064,-0.0381378,-0.00945623,0.00028832,0.02188052,0.0077223,0.07917002,-0.02764551,-0.02009713,0.01727996,-0.07836261,0.04172349,0.13472778,-0.04296789,-0.01967152,-0.02517947,-0.05649963,-0.05894447,0.16879855,0.02892208,0.0076556,-0.00217313,0.07208171,0.00485461,-0.01114816,0.03709957,-0.00652822,-0.01655568,-0.02917198,0.04568123,0.02517092,0.0517518,0.00271248,-0.05164987,0.04189841,-0.01636732,-0.003565,-0.04284612,0.0369431,0.00275456,-0.05452941,0.00475501,-0.02681767,0.01928352,0.02166908,-0.0848646,0.02709653,0.0312052,0.02362111,-0.05289085,-0.01170673,-0.01621042,-0.04014528,-0.04712807,-0.03763741,0.10783716,0.08226307,-0.04325918,-0.02360652,0.05821536,0.00586589,0.03484095,-0.00200431,0.02078725,0.02250839,-0.0542633,-0.01515239,0.0486198,0.06116435,-0.02065498,0.03673214,-0.01900217,0.00571647,0.04826937,0.09196791,0.00891979,-0.03642065,-0.11191916,-0.21352181,0.00295425,0.00937658,-0.04989268,-0.02353279,0.00250009,0.06217147,-0.06388373,0.07793286,0.01763129,0.08012355,0.03812843,-0.03736773,-0.03392255,-0.02749708,-0.01003798,0.03163306,-0.03015645,-0.02328768,0.03308907,-0.0063339,-0.00389634,0.00742626,-0.03412241,-0.00168475,-0.00449648,0.14027125,0.04452753,-0.03554089,-0.01243133,0.06685412,0.01055455,0.00326048,-0.06805921,0.03037611,0.00863864,-0.03343255,-0.026197,0.00408268,-0.01875923,0.00214045,0.03642733,-0.01876127,-0.04054768,-0.04017618,-0.0251905,-0.00549252,0.01775051,-0.03061926,0.02785174,0.00444826,0.02910686,0.08315606,0.00726131,0.00604558,-0.02339632,-0.03828447,-0.02075672,-0.02344081,0.03194131,0.05161513,0.03523835,0.00281082,-0.05559567,-0.00377028,-0.0063677,-0.03260579,0.02921952,0.03551287,0.01518255,0.013678,0.12854482,0.02560952,0.05696787,0.06323975,0.03310837,0.04804425,-0.06393392,-0.03763358,0.01244054,0.03125676,-0.03437853,0.04034279,0.023198,-0.01707979,0.02487728,0.03124673,-0.05183933,0.02152131,-0.02948336,-0.09899332,-0.01476836,-0.00675507,-0.01899545,0.00912136,0.03541199,-0.31416458,0.03649608,-0.04738782,0.02214397,-0.00529292,0.02956036,-0.02555933,-0.06950582,-0.03446157,-0.00655684,-0.01835519,0.09628185,0.01862488,-0.02052999,-0.02366693,0.03401412,0.02751815,0.01118257,0.01691849,-0.03869911,-0.03673118,0.01982876,0.2008426,-0.04194044,-0.01713161,-0.04169729,0.0184148,0.05067299,0.02982068,0.03631287,-0.02519266,0.02017738,0.113563,0.01860839,-0.02250307,0.02960365,-0.05606843,-0.01516377,0.01297516,-0.01177265,-0.06726528,0.04495483,-0.00676373,0.02341524,0.09693168,0.00229142,-0.0284565,-0.09124317,-0.00605963,0.00164133,-0.0557661,-0.01336673,-0.05865963,0.03816581,0.00650014,0.06433167,0.03597216,-0.00099745,-0.03855848,-0.03758362,0.03875386,0.00941899,0.00499235,0.03123264,0.02295571],"last_embed":{"hash":"y5m1eo","tokens":454}}},"text":null,"length":0,"last_read":{"hash":"y5m1eo","at":1762477843261},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論","lines":[122,191],"size":2090,"outlinks":[],"class_name":"SmartBlock","last_embed":{"hash":"y5m1eo","at":1762477843261}},
+"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論#ライブ状態更新のエッジケース": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.09967013,-0.0324688,-0.03899644,-0.04800094,0.05094969,0.01575763,-0.06187003,0.01330308,0.07099178,0.00888653,-0.01570632,-0.10379256,0.05317948,0.04352894,0.04425976,0.00307974,0.01219981,-0.02537583,-0.04730761,-0.02636878,0.09214593,-0.03945602,0.03001625,-0.05756317,0.03143509,0.03281877,-0.03588646,-0.04497042,-0.0035787,-0.18698665,-0.00994105,0.03531422,0.05443407,0.01026774,0.02060133,0.03059974,-0.0113822,0.02365327,-0.0447281,0.06202799,0.02646471,-0.0255396,-0.00430705,0.00072613,0.03735778,-0.01256792,-0.03593671,-0.03748998,0.0173136,-0.01400902,-0.04427469,-0.01666662,-0.03753577,-0.02280714,0.05634515,0.00533571,0.04731489,0.00906399,0.05290146,0.01651426,0.01748299,-0.00732859,-0.23172741,0.0392107,0.04620238,-0.00681695,-0.04870587,-0.0389202,0.05228273,0.03598876,-0.06521824,0.01971869,0.01597141,0.02788587,0.00540532,-0.01620368,-0.01879944,0.00545644,-0.00736321,-0.00623459,-0.062079,0.06357808,0.00905464,-0.06819544,-0.03844477,-0.02480951,0.04414915,-0.00018088,0.06342791,0.03294911,-0.02292928,-0.01250307,0.04365428,0.0752981,-0.03983958,-0.01846089,0.00053674,0.05048315,-0.00632229,0.09589508,-0.03721144,0.01416286,0.01921094,-0.04151329,0.0335344,-0.07038035,0.00057608,-0.07836358,-0.018796,0.00561142,0.02015711,-0.00561425,0.00851061,-0.07103665,-0.03120483,0.03029596,0.04664295,0.0102914,-0.01382187,-0.01227282,-0.00429149,-0.00337166,0.00210551,-0.00391852,0.05783175,-0.03166328,0.04289505,0.06149728,0.05342264,0.01274244,0.02554955,0.02158227,-0.10071549,-0.03698114,-0.00577021,0.01729186,-0.03602148,0.05458378,-0.00644103,-0.00005201,-0.00925486,-0.12183592,-0.00234641,-0.08715452,-0.07363841,0.0910099,0.01008609,0.04445884,-0.04167172,-0.04103205,-0.02060202,0.06642527,-0.0336258,-0.03526997,0.03860091,0.00266521,0.05296271,0.10229734,-0.03204861,-0.04305244,-0.01585965,-0.06603387,-0.0413989,0.09991434,0.03531524,-0.04604935,-0.01799562,0.07239871,0.06100822,-0.02280333,0.04911655,-0.01667328,-0.04024026,-0.03534721,0.01460286,0.0041072,0.05536726,0.02704907,-0.02691109,0.00735911,0.01362598,-0.01149535,-0.05073407,0.00881257,0.04643945,-0.08493414,-0.00035528,-0.03509926,0.0239753,0.05412095,-0.07934551,-0.0374098,0.00318226,0.01625291,-0.04498102,-0.0367467,-0.07170413,0.02842426,0.01239749,-0.05846687,0.13430782,0.07781791,-0.00845916,-0.06118766,-0.00303583,-0.01368791,0.01260172,0.01115817,0.00284235,0.04446354,-0.09144434,0.00924825,0.02970022,0.03558473,0.00267721,-0.01719771,-0.00441872,0.0119865,0.08442368,0.06202316,0.03184397,-0.0160248,-0.06022302,-0.20768045,0.00035999,0.08114669,0.00505396,-0.02734353,-0.01471749,0.0032359,-0.03407701,0.05810758,0.03988812,0.04812344,0.06097664,-0.00428494,0.02366273,0.02688581,0.00281248,0.00935581,-0.04648909,0.025197,0.01458003,0.00864157,-0.0023723,0.02005513,0.03551289,0.05566011,-0.06333535,0.13020596,-0.00828885,-0.02095073,0.02112438,0.03871277,0.00164721,0.01589934,-0.0345451,0.02762959,0.01587956,-0.02609324,-0.00402741,-0.06012483,-0.04447599,0.04968194,0.01464796,-0.02272514,-0.09901358,-0.0850656,-0.05770587,-0.02061645,-0.03630083,-0.04673624,0.04737769,0.04088761,0.01467491,0.118837,0.03394428,0.01872458,-0.00797386,-0.06854593,0.01515975,0.00429617,-0.01778346,0.02752555,0.01659108,0.00628181,-0.02272426,0.00373474,-0.00467018,-0.01074971,0.01195105,0.05110084,0.0255707,-0.01634035,0.12105288,0.01133157,0.00520155,0.04363356,0.04699787,-0.02461301,-0.11672094,-0.00731117,-0.00209285,0.00436841,0.02367608,0.00359638,0.03683633,-0.00626602,0.03950662,0.00915661,-0.00159617,0.06186748,-0.00591282,-0.08406091,-0.00787438,0.00925856,-0.01034782,0.05064901,0.02296365,-0.30301088,-0.01078338,-0.03598794,0.02285704,-0.0077789,-0.00840512,0.01355093,0.0088458,-0.03085984,0.02951891,-0.04501766,0.05775012,0.0440106,-0.05764233,0.03530554,0.00836382,0.04250153,-0.06226144,0.10310746,-0.05452265,-0.0508991,0.04161908,0.23349907,-0.03215971,-0.04317039,-0.01874305,-0.02159655,0.05166379,0.08999757,-0.04233203,0.0073153,-0.00800783,0.08864866,-0.0013214,0.0096016,0.06079226,-0.02904997,-0.02206927,-0.03064125,-0.0456969,-0.0333415,0.04881275,-0.06857285,0.04597985,0.11569431,-0.05676395,-0.04480286,-0.09448115,-0.00358255,0.02256531,-0.03448657,-0.03153121,-0.02470992,0.01734012,0.05134313,0.02978816,0.02442072,0.05461695,-0.01489364,-0.00846655,0.0430076,-0.00742943,0.04819974,0.08185784,0.00928425],"last_embed":{"hash":"aflhis","tokens":496}}},"text":null,"length":0,"last_read":{"hash":"aflhis","at":1762477843337},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論#ライブ状態更新のエッジケース","lines":[142,191],"size":1507,"outlinks":[],"class_name":"SmartBlock","last_embed":{"hash":"aflhis","at":1762477843337}},
+"smart_blocks:多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論#ライブ状態更新のエッジケース#{1}": {"path":null,"embeddings":{"TaylorAI/bge-micro-v2":{"vec":[-0.09863661,-0.03339407,-0.04127721,-0.04947053,0.05491262,0.0113963,-0.06688786,0.00983607,0.06926551,0.00892185,-0.0149086,-0.10389773,0.04995984,0.04307849,0.04740332,0.00614546,0.01460797,-0.02492886,-0.05164514,-0.02564036,0.09068055,-0.03720424,0.03160804,-0.05744395,0.03126688,0.0316929,-0.04103683,-0.04327805,-0.00592739,-0.18567559,-0.01221196,0.02844536,0.05562083,0.00957351,0.01950552,0.02688484,-0.01011598,0.02414262,-0.0446757,0.06041547,0.02727634,-0.02518233,-0.00107743,0.00335218,0.03490529,-0.01343869,-0.02881483,-0.03828301,0.01885039,-0.01426318,-0.0476177,-0.01921064,-0.03518828,-0.02305883,0.05915157,0.00320263,0.04515958,0.01201677,0.05264721,0.0188204,0.01681595,-0.00702517,-0.22904535,0.03644694,0.04658731,-0.00681576,-0.04940781,-0.03767725,0.05721074,0.03362828,-0.0629027,0.02119288,0.01735296,0.03110717,0.00349165,-0.01242786,-0.01541275,0.00754613,-0.00952877,-0.00723348,-0.06606909,0.06431619,0.00844176,-0.06434701,-0.03991476,-0.02120938,0.0456316,-0.0016094,0.0644018,0.03456009,-0.02690864,-0.01086305,0.04132961,0.0747755,-0.04160878,-0.0192738,-0.00407403,0.05027371,-0.00315346,0.09603964,-0.03641537,0.01060785,0.01883811,-0.0429697,0.03513432,-0.06537319,-0.00137899,-0.07524795,-0.0190265,0.00417302,0.02365554,-0.00458109,0.00503614,-0.06993236,-0.033367,0.03234883,0.04647094,0.01074422,-0.01686369,-0.00721188,-0.00269722,-0.0038037,0.00121408,0.00163136,0.05675147,-0.03085011,0.03663074,0.06519883,0.05845807,0.01058494,0.024368,0.01789542,-0.10306581,-0.03848217,-0.00549652,0.01622628,-0.03898308,0.05418481,-0.00323385,-0.00154987,-0.00880413,-0.12274567,-0.00198383,-0.08501663,-0.07548206,0.0854698,0.01556267,0.04471539,-0.04350974,-0.04117948,-0.01590907,0.0633603,-0.03703032,-0.03368413,0.03852585,-0.00052831,0.05354579,0.1043591,-0.0281066,-0.03940115,-0.01607765,-0.06392957,-0.03897006,0.09884668,0.03490101,-0.04289281,-0.01748228,0.07947809,0.05914841,-0.02429404,0.04665891,-0.01304693,-0.04203455,-0.03739179,0.01409113,0.0028363,0.05208932,0.02494626,-0.02778236,0.00667111,0.01328983,-0.01084189,-0.04821688,0.01370935,0.04900372,-0.07966564,-0.00154021,-0.03534494,0.02413494,0.05514026,-0.07841189,-0.03651756,0.0002202,0.01637165,-0.04513948,-0.03912642,-0.0704057,0.02656538,0.0097725,-0.05617449,0.13435963,0.07975132,-0.00984051,-0.05986807,-0.00342031,-0.01620467,0.01076478,0.00839924,0.00388126,0.04774564,-0.08881094,0.00933703,0.03017575,0.03764293,0.00090985,-0.01597725,-0.00136301,0.01234941,0.08235352,0.06229587,0.03050914,-0.02090121,-0.06498855,-0.209958,-0.00136606,0.07908648,-0.00008218,-0.02656596,-0.01468514,-0.00054066,-0.03349505,0.05785009,0.03475824,0.05184853,0.05994784,-0.00200075,0.0181267,0.0285491,0.00643809,0.00670145,-0.04721261,0.02299927,0.02060371,0.00811645,-0.00227584,0.02258241,0.03522375,0.05603378,-0.06474574,0.13169242,-0.00517287,-0.01640436,0.01951164,0.03739015,0.00584298,0.01877815,-0.034412,0.02915795,0.01602338,-0.02842235,-0.00571713,-0.05750564,-0.04681541,0.05133517,0.013522,-0.02207264,-0.09983218,-0.08513498,-0.05760718,-0.02140023,-0.03559913,-0.04618747,0.04775867,0.04385202,0.01235611,0.12006839,0.03206284,0.01504199,-0.00906662,-0.06958559,0.01437694,0.00775678,-0.01606141,0.03122105,0.01681315,0.00492599,-0.02702901,0.00161452,-0.00347484,-0.01471129,0.0114477,0.05366152,0.02309836,-0.01922273,0.11841612,0.01246806,0.00263293,0.04269213,0.05044766,-0.02751775,-0.11749668,-0.00701917,-0.00233051,0.00518186,0.02080412,0.00151033,0.03405439,-0.00283539,0.04123194,0.00570269,-0.00169181,0.0578666,-0.00740876,-0.08531632,-0.00602518,0.00457048,-0.00833238,0.04969012,0.02360022,-0.30356666,-0.00916828,-0.03462668,0.02366072,-0.00808584,-0.0102602,0.01347898,0.00706506,-0.03098637,0.02565417,-0.04165778,0.05651925,0.04226238,-0.06193344,0.03794161,0.0102082,0.04475234,-0.05970756,0.10779873,-0.05630479,-0.05093823,0.04365375,0.23402821,-0.03181512,-0.04056271,-0.01772225,-0.02120496,0.04759382,0.09279951,-0.04032375,0.00889592,-0.00906797,0.0977741,-0.00064926,0.00948513,0.05853352,-0.02587176,-0.02505117,-0.02861448,-0.04793125,-0.032289,0.04949812,-0.0718499,0.04377643,0.11624128,-0.05115413,-0.04114267,-0.09404767,-0.00379816,0.02177083,-0.033611,-0.03057922,-0.02223508,0.01660416,0.05034287,0.03188707,0.0240743,0.05808204,-0.0185813,-0.00824595,0.0415443,-0.0102946,0.04640128,0.08019565,0.00972652],"last_embed":{"hash":"1gdgp2l","tokens":496}}},"text":null,"length":0,"last_read":{"hash":"1gdgp2l","at":1762477843388},"key":"多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md#paper #research#議論#ライブ状態更新のエッジケース#{1}","lines":[144,191],"size":1487,"outlinks":[],"class_name":"SmartBlock","last_embed":{"hash":"1gdgp2l","at":1762477843388}},
diff --git a/content/多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md b/content/多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md
index e66f276e..2a1bc8e0 100644
--- a/content/多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md
+++ b/content/多段階計算と増分関数型リアクティブプログラミングのによる信号処理のライブコーディング.md
@@ -42,13 +42,13 @@ Faust[@Orlarey2009]やMaxのGen、のように、サンプル単位レベルで
 
 ## mimium and lambda-mmm
 
-mimiumは、Rustに近いシンタックスを持った関数型の音楽信号処理をターゲットにしたプログラミング言語である[@matsuura2021]。現在の内部実行モデルとして、値呼び単純型付きラムダ計算を拡張し、最小限の内部状態を持つプリミティブ操作：ディレイとフィードバックを加えたLambda-mmm[@matsuura_lambda-mmm_2024]という計算体系を持っている。
+mimiumは、Rustに近いシンタックスを持った関数型の音楽信号処理をターゲットドメインにしたプログラミング言語である[@matsuura2021]。現在の内部実行モデルとして、値呼び単純型付きラムダ計算を拡張し、最小限の内部状態を持つプリミティブ操作：ディレイとフィードバックを加えたLambda-mmm[@matsuura_lambda-mmm_2024]という計算体系を持っている。
 
 mimiumはコードを専用のVMバイトコードへコンパイルし実行する。実行モデルは、一般的なレジスタマシンの命令セットに、内部状態操作用の操作が加わったものとなる。ディレイやフィードバックで用いられる内部状態は、状態ストレージという1次元の配列領域と単一の読み出し位置ポインタを組み合わせたデータ領域に保存される。
 
 コンパイラは、状態ストレージの読み出し位置ポインタを相対的に前後させる命令を適切に出力することで、VM実行時にはストレージの一部分をディレイ用のリングバッファとして解釈しデータを読み書きする。
 
-mimiumでは高階関数などを使うことによって任意の数のフィルタバンクのような、パラメトリックなプロセッサを生成することもできるが、こうしたプロセッサは状態ストレージのレイアウトとメモリサイズを決定できない。そのため、グローバルな関数の呼び出しとクロージャ（実行時に高階関数から生成される関数）の呼び出しは区別され、クロージャのインスタンスに個別の状態ストレージを生成し、クロージャ呼び出し時に使用する状態ストレージそのものを切り替えることで対応している。
+過去のmimiumでは高階関数などを使うことによって任意の数のフィルタバンクのような、パラメトリックなプロセッサを生成することもできたが、こうしたプロセッサは状態ストレージのレイアウトとメモリサイズを決定できなかった。そのため、グローバルな関数の呼び出しとクロージャ（実行時に高階関数から生成される関数）の呼び出しは区別され、クロージャのインスタンスに個別の状態ストレージを生成し、クロージャ呼び出し時に使用する状態ストレージそのものを切り替えることで対応していた。
 
 今回提案するライブコーディング機能は、2つの機能によって実現される。
 
@@ -64,7 +64,6 @@ mimiumでは高階関数などを使うことによって任意の数のフィ
 
 実用的な例では、Scala 3でのマクロや、関数型組版処理エンジンSaTysFi[@suwa2024]のように、言語内DSLを型安全にライブラリとして実装することを想定しているものがある。
 
-オーディオ処理においては、こうした計算のステップ分けは、直感に照らし合わせれば、コンパイル時に実行される信号処理のルーティングを決めるメタ操作と、実際の信号を生成するときに実行される処理の2段階に分けることができる。
 
 ### シンタックス
 
@@ -120,7 +119,27 @@ fn osc(freq){
 ```
 
 
-## 問題点
+## 議論
+
+
+### 他の言語とのコンパイル時計算のパラダイム比較
+
+|                  | Faust   | Kronos  | mimium             |
+| ---------------- | ------- | ------- | ------------------ |
+| パラメトリックな信号ルーティング | 項書換えマクロ | 型レベル計算  | ステージ0の計算/グローバル環境評価 |
+| 実際の信号処理          | BDA     | 値レベルの評価 | ステージ1の計算           |
+
+
+多段階計算の不足している部分
+
+マクロとしては、型安全な代わりに、型システムの範囲を超えたメタ操作ができない。型システムが充実しない限り、Kronosのようなタプルの要素数をパラメトリックに扱うようなことはできない。代わりに配列を操作する。これはこれで体系がシンプルでいいかも。
+
+現状、ツリーウォーク型のインタプリタでステージ0を評価し、VMのバイトコードに変換してからステージ1を評価している。これは、リアルタイム実行パフォーマンスの維持しつつ多段階計算の体系を導入するための苦肉の策である。せっかくマクロと実際の計算を同じ意味論で実行できるのに、結局2つの処理系を実装している。
+
+
+
+
+### ライブ状態更新のエッジケース
 
 差分処理を実行している間に内部状態が更新されてはいけない。なので、新しいソースコードのパースや内部状態構造導出、VMコード生成、木の比較までは非同期で行えるが、コピー中はオーディオ処理全てを一度中断しなくてはならない。
 
@@ -163,6 +182,8 @@ fn dsp(){//dspはFncall[Fncall[FnCall[Feed]],Fncall[Feed]]で変化なし
 上のサンプルでは、はじめlfoを使って周波数をモジュレーションしている状態から、周波数は固定にして音量をモジュレーションする処理へと切り替えた例である。myfreq()とmyamp()はそれぞれどちらもosc関数を1度だけ呼び出すため、dsp関数の内部状態ツリーの構成は共通しており、再コンパイル時にデータが引き継がれる。
 この時、myampにはmyfreqの最後の位相が引き継がれることになるが、今回実装しているphasor1はselfに保存される値が0~samplerate/freq、例えば1000Hzなら0~48の値のレンジを取り、これがmyampの中で使われているphasor2のselfのその値の本来のレンジは0~1であるべきにも関わらず引き継がれてしまう。
 
+ただ、結局phasor2を実行したときには0~1のレンジに丸まるので大きな問題にはならない。ある関数がある範囲に収まることが保証されているということは、仮にそこで使われているselfに不正な値が差し込まれたとしても、その関数が計算し終わったときには元の範囲に収まる可能性が高いからだ。
+
 
 
 ツリー構築の際に、FnCallはヒントとして関数のラベルを受け取るような変更が考えられる。無名関数はヒントなしで頑張る。