ã代æ°å¦ã¯å¾æã ãã©ï¼æ°å¦åºç¤è«ã¨ããã£ã±ãåãããªãï¼è«çã¨ããã¸ã¤ããããããªã¢ãã¿ã対象ã«ï¼ã²ã¼ãã«ã®ä¸å®å ¨æ§å®çã解説ãã¦ã¿ããï¼ãã®ã³ã¼ãã¼ã§ãï¼ããè«çå¦ã¨ä»£æ°å¦ï¼å¯æç°è«ï¼ã¨ã®å¯¾å¿ã«ã¤ãã¦ã¯ï¼æªå±±ããã«ããç´ æ´ãããè¨äºãããã¾ãï¼ãå¤å ¸è«çã¯å¯æç°è«ãªãã ã - æªå±±æ£å¹¸ã®ããã¤ã©é£¼è²è¨ããã ï¼ãè«çå¦ã¨ããã°ã¾ãã³ã¬ï¼ãã¨ãè¨ãã¹ããã²ã¼ãã«ã®ä¸å®å ¨æ§å®çãã®ä»£æ°å¦ç表ç¾ã«ã¤ãã¦ã¯æ¸ããã¦ããªããããªã®ã§ï¼ã¡ãã£ã´ãéãå·®ãã¦ï¼ããã§ã²ã¼ãã«ã®ä¸å®å ¨æ§å®çã®ä»£æ°å¦çãªè¡¨ç¾ãä¸ãããã¨ã«ãã¾ããï¼ãã ãï¼åã«ã²ã¼ãã«ã®ä¸å®å ¨æ§å®çã代æ°å¦ã§è¡¨ç¾ããã ããããã¤ã¾ããªãâ¦â¦åããã·ã¥ã â¦â¦ï¼ã¨ããããã§ï¼ãã©ã¹ã¢ã«ãã¡ã¨ãã¦ï¼ãã®ä»è²ããªåéã¨ã®é¢ãããå«ãã¦ç´¹ä»ãã¾ãï¼ãã0. çè«ã¯å¯¾å¿ãã代æ°ãæã¤ãï¼ï¼ ãªã³ãã³ãã¦ã 代æ°ãã¾ãï¼è«çå¦ã¨ä»£æ°å¦ã対å¿ããã第ä¸ã®æ¶ãæ©
æ°å¦åºç¤è«ãµãã¼ã¹ã¯ã¼ã« 2009ã¯çµäºãã¾ããã è¬æ¼è³æãæ²è¼ãã¾ããã(10 æ 23 æ¥) ãã¼ãï¼éå¤å ¸è«çã®ä»£æ°çã»ãã³ãã£ã¯ã¹ æ´æ°æ¥ï¼2009å¹´10æ23æ¥ æ°å¦åºç¤è«ãµãã¼ã¹ã¯ã¼ã«ã¯å¹´ä¸åå¤ã«éå¬ããã¦ãã¾ãï¼ æ¯å¹´ãã¼ãã決ãã¦ï¼ãã®éã®å°é家ã®æ¹ãè¬å¸«ã¨ãã¦ãæããã¦ï¼å ¥éçãªå 容ããææ°ã®è©±é¡ã¾ã§ãã¾ãã¾ãªè¬ç¾©ããã¦ããã ãã¦ãã¾ãï¼ æ°å¦åºç¤è«ãµãã¼ã¹ã¯ã¼ã« 2009 ã¯ãéå¤å ¸è«çã®ä»£æ°çã»ãã³ãã£ã¯ã¹ããã¼ãã«ä»¥ä¸ã®è¦é ã§éå¬ãã¾ãã å®æ½è¨ç» ãã¼ã éå¤å ¸è«çã®ä»£æ°çã»ãã³ãã£ã¯ã¹ æ¥æ 2009 å¹´ 8 æ 10 æ¥ (æ) ã 8 æ 12 æ¥ (æ°´) ä¼å ´ æ±äº¬å·¥æ¥å¤§å¦ 大岡山ãã£ã³ã㹠西ï¼å·é¤¨(Eæ£) W833è¬ç¾©å®¤ ä¼è²» ç¡æ ä¸è©±äºº å¿æç«ç¢(æ¥æ¬å¤§å¦)ãé´æ¨ä¿¡è¡(é岡大å¦)ã鹿島亮(æ±äº¬å·¥æ¥å¤§å¦) è¬å¸«ãè¬æ¼é¡ç®ãããã°ã©ã çã®æ å ±ã¯ã確å®
æ¥ã ã®æµè»¢ æè¿ãæºå¸¯ãå¤ãã¾ãããMNPã使ããªãã£ãã®ã§çªå·ãå¤ããã¾ããæ°ããçªå·ã¯åã®çªå·(090ã)ãããé»åã§1003227378ããã¤ãã¹ãããã®ã§ããã¾ããã¡ã¼ã«ã¢ãã¬ã¹ã¯gmailã®ãã®ã使ã£ã¦ãã¾ãã
æ¥ã ã®æµè»¢ æè¿ãæºå¸¯ãå¤ãã¾ãããMNPã使ããªãã£ãã®ã§çªå·ãå¤ããã¾ããæ°ããçªå·ã¯åã®çªå·(090ã)ãããé»åã§1003227378ããã¤ãã¹ãããã®ã§ããã¾ããã¡ã¼ã«ã¢ãã¬ã¹ã¯gmailã®ãã®ã使ã£ã¦ãã¾ãã λ. æ°å¦åºç¤è«ã®èãæ¹ã»å¦ã³æ¹ è¬å¸« ç°ä¸ ä¸ä¹ ï¼æ±å大å¦å¤§å¦é¢çå¦ç 究ç§æ°å¦å°æ»ææï¼ é¡ç® æ°å¦åºç¤è«ã®èãæ¹ã»å¦ã³æ¹ å 容 ã²ã¼ãã«ä»¥éï¼æ°å¦åºç¤è«ã¯ä½ããã¦ãããï¼ ãã®è¬æ¼ã§ã¯ï¼è«çï¼ã²ã¼ã ï¼è¶ é帰ç´æ³ï¼ä¸å®å ¨æ§ãªã©ã®åºæ¬æ¦å¿µã軸ã«ãã¦ï¼æ°å¦åºç¤è«ã®æ·±åçºå±ãæ¯ãè¿ãï¼ããã«æè¿ã®ç 究ååã®ä¾ã¨ãã¦ç§ã¨ä»²éãã¡ã®ç 究ãç´¹ä»ããï¼ ãã¹ã¿ã¼ ãããèãã«è¡ã£ã¦ããã ã¡ã¢ æ¸ãããã æ°å¦åºç¤è«ã¨ã¯ä½ã? 欧米ã§ã¯ãã¸ãã¯ã¨ããå¼ã³æ¹ãæ®åãã¦ããããã®ãªãã§æ°å¦ã®åºç¤ãç 究ãã¦ãã人ãããã ç¾ä»£è«çå¦ã®å§ã¾ãã¯ä¸å®å ¨æ§å®çãçºè¦ããã¨ãã 1930å¹´9æ5
ã¾ããããã¨ãã§ããªãææé ãã®ã¨ã³ããªãã id:nucããã®ã¨ããã®ã¨ã³ããªã«åå¿ãã¦ã¿ãã - ãããã®æ°å¦ãã¼ãã§éåè³çè« - ç½ã®ã«ããã©ã®é極é S.144-3ã«åå¿ããã®ã§ãããããã§æ¸ããªãã£ããã¨ãã²ã¨ã¤ã ãã®å¤ã«çµæ§ããã°ã£ã¦ç解ãããã¨ãã¦(çåå¯ã«åãã£ã¦ããã¨ãè¨ãé£ãããã©ã)ãã§ããã¶ããæ°å¦çææ³ã¨ãã¦é常ã«é¢ç½ããããä¸ç観ãå¤ãããã®ã§ã¯ãªããã¨æãã¾ããã ããã¯id:nucããã®å°è±¡ã¨ãã¦ã¯è³æ¥µã¾ã£ã¨ãã ã¨æããã§ããããã ãå¼·å¶æ³ãéçºãããå½æã®ç 究è ãã¡ã«ã¨ã£ã¦ã¯ä¸ç観ãå¤ãããããªãã®ã ã£ãã¨æããã§ãããã®å½æç£ã¾ãã¦ããããªãã£ãã®ã§ã©ã®ç¨åº¦æ¬å½ããããã¾ããããã¨ããããç§ã®æãã¨ãã¦ã 以ä¸ã«å¼ç¨ããã®ã¯ãD.Scottã®è¨èã¨ãã¦Kanamoriã«ãã£ã¦ç´¹ä»ããã¦ãããã®ã§ãã I knew almost all the set
ãèªã人éã¸ãã¨ã¯ãã£ã¦ãä¸è¬è«ã§ã¯ãªãã¦ãã¸ã§ãã¼ãã層ã»åã»ããã¹ããèªãåå¼·ä¼ããããããã®ã§ããã®ã¡ã³ãã¼ã¸èå©å¿ããäºä¸è¨ã£ã¦ãããããã¨ã§ãã ã層ã»åã»ããã¹ ç¾ä»£çéååãæ±ãã¦ã åå¼·ä¼ - hiroki_fã®æ¥è¨ Diary?::2009-04-28 ã¸ã§ãã¼ã®æåã®ä¼ç»ã第ï¼åStudent Chapter, ã層ãåãããã¹ãã®éä¸åå¼·ä¼(ä¼ç»ä¸)ãã¸ã®ã³ã¡ã³ãã«ãæ¸ãããã¨ã ãã©ã竹å æ¬ã¯çæéã»çæéã§èªãããã¹ãã«ã¯åãã¦ãã¾ãããä¸åº¦ãªããããã£ã¨çãããã¹ããããããã£ã¦å§ãããã ãã©ãã¸ã§ãã¼ã¯ãã©ããã¦ãã³ã¬ãèªã¿ãããã¨ã ãã¡ãããã層ã»åã»ããã¹ããããºã¤ã¨ãããã¨ã§ã¯ããã¾ããã以ä¸ã®ã¨ã³ããªã¼ã§ãã®æ¬ãç´¹ä»ããã¦ã¾ãããåå人ã«ã¨ã£ã¦ã¯ãªã¤ãããæ¬ã§ãããã¾ãã ãåè«çªå¤ï¼ç±³ç°ã®è£é¡ã«åãã¦ã®ãªã·ã£ããªãã®ã³ã¡ã³ãæ¬ ã竹å å¤å²ã»èã層ã»å
id:nuhsnuh ããçµç±ãç¥ã£ã¦ãã人ã¯ç¥ã£ã¦ãã話ã§ããããã ASLã§ç·¨éãããSpringerããåºçããã¦ãããâPerspective in logics"ã·ãªã¼ãºãããªã㨠Project Euclid ã§ç¡æå ¬éããã¦ãã¾ããããã¼ã¸ã¯ãã¡ããå 訳㯠Computability in Analysis and Physics; Marian B. Pour-El, J. Ian Richards (1989) Higher Recursion Theory; Gerald E. Sacks (1990) Metamathematics of First-Order Arithmetic; Petr Hájek, Pavel Pudlák (1998) Essential Stability Theory; Steven Buechler (1996) Proper an
ã¯ãªãã¯ããã¨ç®æ¬¡ãåºã¾ããï¼ç¡æï¼ ç¥è¨ï¼ã«ãã³ãï¼ ï¼ï¼ï¼ï¼å¹´ï¼æï¼ï¼æ¥ãï¼ï¼ï¼ï¼´ã®æ¥ï¼ 社ä¼ç§©åºã®ãããä¸å»ãæ©ããç§ãç¥ã§ã¢ã«ãã²ãã³ãã£ã¦ãæä¸ã ã¨èªããªããã ãã®ä¸ã«ç§ããéæã¡ãããã¨ã秩åºãä¿ã¦ãªãã¨è¨ã£ã¦ãã§ããããã ã ãããç§ãä¸çä¸ã®éæã¡ã«ãªã天å½ãªã®ã ããã¾ã§è¨ããã¦ããåå¿ã§ããªããªã£ãç¿ã®æ¨ãããã æåãï¼ï½ï½ã§æ£ç¾©ã¶ã£ã¦ãç¥ã¨åè² ãã¦ããæ°åã®é ããè¦ãã°ã社ä¼ãå¤ãã£ãã¨ãããã¨ã ä»ããç¡è¦ã±ã©æªéã«æãæã¦ãã ä½ãæå¥ãã£ããè¨ã£ã¦ã¿ã ç¾å¨é²è¡ä¸ã®ã¢ã«ãã²ãã³ã§ããã ããã¯ãã¨ããã®é»ç¤ºé²ã«è¼ã£ã¦ãã¦ã æ°ç´èæ¸èªãé£ä¸ãªãçç¥ã£ã¦ãããã¨ã ã¤ã¾ãã人å£çã«ãä¸çã§ä¸çªãå¨ç¥ã®æ å ±ã ï¼ç¥ããªãã®ã¯ãæ±æ´ã®åºè¾ºã¯ã©ã¹ããï¼ ãã®ä¸»å½¹ãç¥ã®ç§ã ã©ã®å®æã§ããããããããèªããªãã®ãç°ç«¯ã ããããä»ããã®æ´å²ã§ãã ã¡ãªã¿ã«ãé»ç¤ºé²ã¨ã
ãåºæ¬ã¯å¤§äºã ãã¨ãè¨ãã¾ãããå¹¼å ãå°å¦çã§ãããããããªãã³ãã«åºæ¬çãªæ¦å¿µããããªãæ½è±¡çãªæèã§ãå½¢ãå¤ãã¦ç¾ãããã¨ã«ã¯é©ãããã¾ãã ãã¤ã¦ã®æ¬¡ç·ã®æ§åãªã©ããå¯ããã«ããã¤ãããããµã³ãã¨é çªã«æ°ãããããã¨ã¨ãã¢ãã®éã¾ãã®å¤§ããï¼ãããâå¤ããâï¼ã®ææ¡ã¯ãã¨ããããã¯å¥ãªè¡çºã§ããã®2ã¤ãé¢é£ä»ããããã«ã¯ãã¬ã¼ãã³ã°ãå¿ è¦ãªããã§ãã æ°ããã¨ãã«å±ï¼ã¨ãªï¼ããã«ãºãåºæ°ï¼ordinal numberï¼ãéã¾ãã®âå¤ããâã表ãã«ãºãåºæ°ï¼cardinal numberï¼ã¨å¼ã³ã¾ããåºæ°ã¨åºæ°ã¯ãåä¾ã®èªèã«ããã¦ãçè«çï¼ä¾ãã°éåè«ã®ï¼è¦³ç¹ãããå¥ç©ã§ãããªã®ã«ãåºæ°ã¨åºæ°ã¯ãã¤ã®ã¾ã«ãåä¸è¦ãããå ·ä½çãªå©ç¨æ³ï¼å©ç¨å ´é¢ãæ¨è±¡ããããèªç¶æ°ãã¸ã¨è¸çããã¦ãã¾ãã¾ãã ãã®åä¸è¦ã¨æ½è±¡åã®ã¡ã«ããºã ã¯ã©ããªã£ã¦ãããã§ãããï¼ ããå¾ãã²ã¨ã¤ã®èª¬æã¨ãã¦ãã¢ãã¤
ä»å°ãã¸ãã¯å¶æ¥½é¨ éæ°å¦ã®ããã ãéæ°å¦ã¨ï¼éç®è¡ã(æ²³ååºç 1997)ãã ã¯ããã« æ°å¦ã®å®çã®è¨¼æã«ã©ãã ãã®å ¬çãå¿ è¦ãã¨ããåé¡ãï¼æ°å¦åºç¤è«ã®ç¾ä»£çãªèå°è£ ç½®ã®ä¸ã§èãã¦ã¿ããã¨ããã®ããéæ°å¦ãã®ä¸»é¡ã§ããï¼ æ°å¦ã¯ï¼å¦ã¶ç«å ´ã§è¦ãã°ï¼å ¬çããå®çãå°ãè«çã®éçã¤ã¾ã証æã®éã¾ãã§ããï¼ã§ã¯ï¼æ°å¦è ã¯å ¬çãã¤ã³ããããã¦å®çãã¢ã¦ããããããæ©æ¢°ã¿ãããªãã®ãï¼ã¨ããã¨æ±ºãã¦ããã§ã¯ãªãï¼ï¼âæ°å¦è ã¯ã³ã¼ãã¼ãå®çã«å¤æããæ©æ¢°ã§ããâã¨ããã¨ã«ãã·ã¥ã®åè¨ããããï¼ï¼ï¼ï¼æ°å¦è ã®ã¢ã¯ãã£ããã£ã¼ã¨ãã¦ã¯ï¼ãããããã¨ã¯å ¨ãéã«ï¼ããå½é¡ãè«è¨¼ããã®ã«ã©ããããã®åæãå¿ è¦ããªã©ã¨èãã¦ãããã¨ãå¤ãï¼ä¾ãã°ï¼å¤§å¦ã®è§£æå¦ã§ã¯ï¼éåï¼å®æ°ï¼é£ç¶é¢æ°ï¼å¾®ç©åï¼ï¼ï¼ã¨æ¦å¿µãçµã¿ç«ã¦ããã¦ããã®ã«å¯¾ãï¼ãããã®çºè¦ã®æ´å²ã¯å ¨ãéåãã§ããï¼ãã¨ã§ãè¿°ã¹ãããã«ï¼ã³ã¼ã·ã¼ãé£
é¢ä¿è³æ ãæå¾ã®ãåèªé¨é·ã®æ¸ãè¾¼ã¿ã以å¤ã¯ãç°ä¸ä¸ä¹å çã«ããã¾ã(æ¬ãªã©ã®è¦ç´ãªã©ãããã¾ã)ããåèªé¨é·ãã¨ã¯ãå±±å´æ¦ããã®ãã¨ã§ãããã»ã»ã»ç³»ããªã©ã®åé¡ã¯å®å ¨ã«ç«¹å ã®ç¬æã«ããã¾ãã â»ãç¡æ転è¼ãDOï¼(ç¡æãã¦ã³ãã¼ã)ã¯å¾¡é æ ®ãã ããããâ» å ¥éç³» ã»æ°å¦åºç¤è«å ¥éï¼ãæ°å¦å®å ¨ã¬ã¤ãã³ã¹ãããæç²ï¼ä¸é¨ä¿®æ£ï¼ âãæ°å¦åºç¤è«ãã¨ããå¦åã«ã¤ãã¦ãåºç¤è«ã®ï¼å¤§å®çã ã»éæ°å¦ã®ãããï¼ãéæ°å¦ã¨ï¼éç®è¡ã(æ²³ååºç 1997)ããï¼ âãéæ°å¦ãã¨ã¯ä½ãããã®ç®çã¨ããã¾ããå人çã«è¶ ãªã¹ã¹ã¡ã ã»ã©ã ãè¨ç®ï¼¡ï¼¢ï¼£ï¼ãæ°å¦ã»ããã¼ã1992å¹´8æå·ããï¼ âã©ã ãè¨ç®å ¥éãã©ã ãè¨ç®ã®èæ¯ãããå¤ãããã説æã ã»ã©ã³ãã æ§ã¨ä¸å®å ¨æ§å®çï¼ãæ°å¦ã£ã¦ãªãã ããã(æ¥æ¬è©è«ç¤¾ 1997)ã®æç²ï¼ä¸é¨ä¿®æ£ï¼ âãã©ã³ãã
ã²ã¼ãã«ã¨20ä¸ç´ã®è«çå¦(ãã¸ãã¯)ã1ãã²ã¼ãã«ã®20ä¸ç´ ã ãããèªã¿çµããã¾ããï¼ã ãããã¨ããã®ã¯ï¼æå¾ã® 7 ãã¼ã¸ ãè¨ç®å¯è½å®æ°ã¨è¨ç®å¯è½(ä¸)é£ç¶é¢æ°ãã®ã¨ãããï¼è§£æå¦ãã£ã±ã人éã®ç§ã«ã¯ã¡ããã¨ãã©ãã¼ã§ããªãã£ãã¨ãã ï¼è¦ç¬ï¼ vol.4 ã®éåè«ã¨ãã©ãããºã ã¯æªã ã«ãã£ã±ãèªãã¦ãªããã§ããï¼ãã㯠20 ä¸ç´ã®ãã¸ãã¯ã®æ´å²ã«ã¤ãã¦ã®å·»ãªã®ã§ï¼ããã»ã©ãã¯ãã«ã«ãªé¨åã¯ç¡ãã¦ï¼ç§ã§ãæ®éã«èªãã¾ããï¼ Lion's Book ããããªãã§ããï¼ç¾å¨ã§ã¯æ£ç¢ºç¡æ¯ãªã¨ããã¾ã§ç£¨ãä¸ãããã巨大ã·ã¹ãã ã§ãã UNIX ããã¸ãã¯ã®ä½ç³»ãªã©ãï¼ãã®åæã¯ï¼ããããªäººãæ©ãã ãééããã誤解ããã試è¡é¯èª¤ãã¦ä½ã£ã¦ããï¼äººéãä½ã£ããã®ãªãã ãªãï¼ã¨ããææ ¨ãå¾ããã¨ãã§ããæ¬ã§ãï¼ æ¥æ¬ã«ã²ã¼ãã«ã®æ¥ç¸¾ãå°å ¥ããã¦ãããããã®è©±ãªã©ï¼æã¯æ¬å½ã«æµ·å¤ã®æ å ±ãè«æãå¾
Philip Wadler Down with the bureaucracy of syntax! Pattern matching for classical linear logic Philip Wadler. Draft. This paper introduces a new way of attaching proof terms to proof trees for classical linear logic, which bears a close resemblance to the way that pattern matching is used in programming languages. It equates the same proofs that are equated by proof nets, in the formulation of pro
ã²ã¼ãã«ã¨20ä¸ç´ã®è«çå¦ 4 éåè«ã¨ãã©ãããºã ä½è : ç°ä¸ä¸ä¹åºç社/ã¡ã¼ã«ã¼: æ±äº¬å¤§å¦åºçä¼çºå£²æ¥: 2007/07/24ã¡ãã£ã¢: åè¡æ¬è³¼å ¥: 9人 ã¯ãªãã¯: 135åãã®ååãå«ãããã° (14件) ãè¦ã ã¨ããããã§æ¸è©æ¸ãã¾ããéåè«è ã¨ãã¦ã®ãã¤ã¢ã¹ãããããã¨ã¯ãäºæ¿ãã ããã ã¾ãæåã«è¨ããªãã¨ãããªããã¨ã¯ããï¼ç¹ã«æè¿ã®ï¼éåè«ã«èå³ãããéå°é家ã®äººã¯ãèªåãæ¥æ¬èªãèªãããã¨ã«æè¬ãã¤ã¤ãã®æ¬ãèªãã¹ãã§ãããã¨ãããã¨ãæ¾åå çã«ãã第IIé¨ã¯ãè±èªã§æ¸ããããã®ã§ãããã¾ã§ã®ãã®ã¯ãªãã ããã¨ãããããã«ãæ·±ãã¨ããã¾ã§ç°¡æ½ã«ãããæãæããã«æ¸ãã¦ããã¾ãããã®çãã®åºç¤ç¥èãåæã¨ããªããµã¼ãã¤ã«ããã¬ã·ãã¿ã¹æ§ã¨ã飽åæ§ã¨ãã¦ãã£ã³åºæ°ã¨ãã®å®ç¾©ãå ¥ã£ã¦ããã¨ããã®ã¯ãããã¨ããè¨ããããããã¾ããã ãã®åã«ããæ¸éå çã«ãã第Ié¨ã§ã¯
ãç¥ãã
ã©ã³ãã³ã°
ã©ã³ãã³ã°
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}}