ã¯ã¦ãªã°ã«ã¼ãã®çµäºæ¥ã2020å¹´1æ31æ¥(é)ã«æ±ºå®ãã¾ãã 以ä¸ã®ã¨ã³ããªã®éããä»å¹´æ«ãç®å¦ã«ã¯ã¦ãªã°ã«ã¼ããçµäºäºå®ã§ããæ¨ããç¥ãããã¦ããã¾ããã 2019å¹´æ«ãç®å¦ã«ãã¯ã¦ãªã°ã«ã¼ãã®æä¾ãçµäºããäºå®ã§ã - ã¯ã¦ãªã°ã«ã¼ãæ¥è¨ ãã®ãã³ãæ£å¼ã«çµäºæ¥ã決å®ãããã¾ããã®ã§ã以ä¸ã®éãã確èªãã ããã çµäºæ¥: 2020å¹´1æ31æ¥(é) ã¨ã¯ã¹ãã¼ãå¸æç³è«æé:2020å¹´1æ31æ¥(é) çµäºæ¥ä»¥éã¯ãã¯ã¦ãªã°ã«ã¼ãã®é²è¦§ããã³æ稿ã¯è¡ãã¾ãããæ¥è¨ã®ã¨ã¯ã¹ãã¼ããå¿ è¦ãªæ¹ã¯ä»¥ä¸ã®è¨äºã«ãããã£ã¦æç¶ãããã¦ãã ããã ã¯ã¦ãªã°ã«ã¼ãã«æ稿ãããæ¥è¨ãã¼ã¿ã®ã¨ã¯ã¹ãã¼ãã«ã¤ã㦠- ã¯ã¦ãªã°ã«ã¼ãæ¥è¨ ãå©ç¨ã®ã¿ãªãã¾ã«ã¯ãè¿·æãããããããã¾ãããã©ãããããããé¡ããããã¾ãã 2020-06-25 è¿½è¨ ã¯ã¦ãªã°ã«ã¼ãæ¥è¨ã®ã¨ã¯ã¹ãã¼ããã¼ã¿ã¯2020å¹´2æ28
Ãeð¦ @ranha @ikegami__ å¤åç§ã®ã¯ãçµè¾¼ã¿ã®åã§ã便å©ã«ãªã£ãããããªequalityã欲ãããªã¼ã£ã¦ããè¨ãæãã§2ä¾ä½ã£ãã ããªæ°ããã¾ãããã Set0ã¨Propã®éãã¯ç¥ãããã§ãï¼ Ikegami Daisuke @ikegami__ ããSet0 㨠Prop ã®éãã¯ããããçãããã¾ã : Martin-Loef ã®åçè«ã§ã¯ Set0, Set1, Set2, ... : "Proposition as a set" : ã¨ããæ¦å¿µãããå½é¡ã¯ Set0 ã®åãæã¤ã®ã§ãããSet0 ã¨æ¸ãã¨(ã¤ã¥ã) Ikegami Daisuke @ikegami__ å½é¡ã¯ Set0 ã®åãæã¤ã®ã§ãããSet0 ã®ä½¿ãéã¯å½é¡ã ãã¨ã¯éããªãã®ã§ãå½é¡ã®å㯠Prop ã¨ãå¥åãã¤ããè¦ç´ã«ãã¦ã¯ã©ãã§ãããã¨ãã話ã§ããHaskell ãªã type Pro
A Theorem Prover for Intuitionistic Propositional Logic One of the standard textbooks for ML, the "other" functional programming language, is Paulson's ML for the Working Programmer. Some years back, this is the book that I first learnt functional programming from. The book culminates in a theorem prover for classical first order logic, which is the kind of task that functional programming languag
ä¸è¬è§£èª¬æ¸ãªã© çµå浩ï¼æ°å¦ã¬ã¼ã«ï¼ã²ã¼ãã«ã®ä¸å®å ¨æ§å®ç, ã½ãããã³ã¯ã¯ãªã¨ã¤ãã£ã (2009) (ã¯ã¦ãªãã¤ã¢ãªã¼ã®è¨äºã«å çä¿®æ£ãã¦è»¢è¼) æ¬æ¸ã¯ãæ°å¦ã®å®çã®è§£èª¬ã¨ãã¦ã¯ãããã¦ã¾ã£ã¨ããªãã²ã¼ãã«ã®ä¸å®å ¨æ§å®çã®è§£èª¬æ¬ã§ãããæ®éãªããã¾ã£ã¨ãã§ãããã¨ã¯è©ä¾¡ã®æä½åºæºã§ãã£ã¦ãããã ãã§é«è©ä¾¡ã«ãªããã®ã§ã¯ãªããããããä¸å®å ¨æ§å®çã«éã£ã¦ã¯ããã¯ãããªããã¡ã¾ãã«ããµããä¸å®å ¨æ§å®çã«é¢ããè¨èª¬ã«ã¯ã¾ã£ã¨ãã§ãªããã®ããã¾ãã«ãå¤ãããã®ãããä¸å®å ¨æ§å®çã®è§£èª¬æ¬ã¯ã¾ã£ã¨ãã§ããã ãã§é«ãè©ä¾¡ãå¾ã¦ãã¾ãã ã¾ã£ã¨ãã§ããããã«ç¬¬ä¸ã«å¿ è¦ãªãã¨ã¯ãå 容ã«åæ©çãªééãããªããã¨ã§ãããå½ããåã®ãã¨ã ãããã®å½ããåãå®ç¾ã§ãã¦ããªãä¸å®å ¨æ§å®çæ¬ã¯å¤ããèå¿ã®ãä¸å®å ¨ãã®å®ç¾©ãééãã¦ãããã®ããçãããªãããã®ç¹ãæ¬æ¸ã¯æ£ããè¨è¿°ãã¦ããã®ã¿ãªãããã¡ã¾ãã«ããããæ¿«
çè ä½äº è±äºé ãããã°ã©ãã³ã°è¨èªçè«ãã¨ããç 究åéãããããã®åéã®ç 究è ãã¡ã¯ï¼ãMLããHaskellããSchemeããããã¯ãλè¨ç®ããÏè¨ç®ãï¼åå¨çè¨ç®ã®ãã¨ã§ã¯ãªãï¼ãªã©ï¼å¤ãã®ããã°ã©ãã«ã¨ã£ã¦ã¯èãããã¨ããªãè¨èªãã¢ãã«ã«ã¤ãã¦ï¼æ¥å¤ç 究ãã¦ããããã ï¼ãã®ãããªè¨èªã¯ãé£ããããå½¹ã«ç«ããªãããªã©ã¨æãããã¡ã ã ãã®é£è¼ã§ã¯ï¼ããããããã°ã©ãã³ã°è¨èªãã½ããã¦ã¨ã¢ç§å¦ã®æ§ã ãªç 究ãï¼ã§ããã ãæ®éã®ããã°ã©ããã¨ã³ã¸ãã¢ã«ãããããããï¼ã©ã¡ããã¨ããã°çè«ãããå®ç¨ã«éç¹ãããã¦ï¼ç´¹ä»ãã¦ããã æ´æ°ã¯æ¯æ第2æ°´ææ¥ï¼1æã®ã¿ç¬¬3æ°´ææ¥ï¼
C++ ã§ãè«çåè¨èª(GHC)ã³ã³ãã¤ã©ãæ¸ã è«çåè¨èªã³ã³ãã¤ã©ãä½ãçç± åºæ¬ããªã·ã¼: ãããã諦ãã GHC ã®åºæ¬ å®è£ é¢é£ C++ ã使ãçç± è«çå¤æ°ãå®è£ ãã ã´ã¼ã«ã®ã³ã³ãã¤ã« ã´ã¼ã«ãã¥ã¼ã¨çä¼¼ãã«ãã¿ã¹ã¯ çä¼¼ãã«ãã¿ã¹ã¯ããæ¬å½ã®ãã«ãã¿ã¹ã¯ã¸ æé©å ã¬ãã¼ã¸ã³ã¬ã¯ã·ã§ã³ Boehm GC ã C++ ã§ä½¿ãããã®èª¿æ» ã¬ãã¼ã¸ã³ã¬ã¯ã·ã§ã³ã®å®è£ JavaScript 㧠GHC [JavaScript] 8-queen [JavaScript] Canvas ã使ã£ãæç» [JavaScript] çµã¿è¾¼ã¿è¿°èªã®æ¸ãæ¹ (ã¡ã¢) KLIC ã¨ã®æ¯è¼ GraphViz 㨠GHC ãªãã¸ã§ã¯ãæ§é ã®å¯è¦å(æ¡) GraphViz ã«ããã°ã©ãã£ã«ã«ãããã° GHC ããã°ã©ãã³ã° å ¥åºåã¨é åºå¶å¾¡ 竹å é¢æ°ã¨é 延è©ä¾¡ [JavaScript] wait/1 ã¨
12:21 06/05/28 ããã²ã å æ¥ã®è¨äºã«æ¸ããããã« KOKIA ã«ãããã¾ãã¦ã ã¨ããããçã£ç«¯ããè´ãã¦ã¿ããã¨ã«ãã¾ãããã¾ã㯠1st ã¢ã«ãã ã® ãsongbirdã ãã ⦠â¦ï¼æ²ç®ã® "ç½ãéª" ã¤ãããè¶ ã¤ããããªãã ããããããããã ãã¹ãç¤ãè´ããã¨ãæããæºãããªãè½ã¡çããæå±åçãªæ²ãæå¾ ãã¦è´ãã¯ããããã äºæ³å¤ã®å£°è³ªã®æãé£ã³è¾¼ãã§ãã¦ã³ã£ãããã¾ããããã¡ããæ群ã«å·§ãã®ã« ãããã¯ãªããã§ããããã£ã¨åããªãã¬ã©ã¹ç´°å·¥ã¿ãããªã¤ã¡ã¼ã¸ã®ãããããã®ã ã¤ã¾ãç½ãéªã¿ãããªé°å²æ°ã®ç¶ºéºãªå£°ã§ããã®å£°ã¨å¥è·¡çã«ãããããã¡ããã£ã ããããªããï¼æ²ç®ã® "ãããã¨ãâ¦" ããã¹ãç¤ã§ã®ãªãã¤ã¯ã¨æ¯ã¹ã¦åãå°è±¡ã§ã Amazonã®review 㧠TenderBerry ããã¨ããæ¹ãè¿ããã¨ãæ¸ãã¦ãããã¾ããã ãããæ¸ãã¦ã¦èªåã®èªå½ã®
ãªãªã¼ã¹ãé害æ å ±ãªã©ã®ãµã¼ãã¹ã®ãç¥ãã
ææ°ã®äººæ°ã¨ã³ããªã¼ã®é ä¿¡
å¦çãå®è¡ä¸ã§ã
j次ã®ããã¯ãã¼ã¯
kåã®ããã¯ãã¼ã¯
lãã¨ã§èªã
eã³ã¡ã³ãä¸è¦§ãéã
oãã¼ã¸ãéã
{{#tags}}- {{label}}
{{/tags}}