Kiama's Morning

来源: BlogBus 原始链接: http://www.blogbus.com:80/blogbus/blog/index.php?blogid=28977 存档链接: https://web.archive.org/web/20041217050618id_/http://www.blogbus.com:80/blogbus/blog/index.php?blogid=28977

Kiama's Morning Every morning, when you see the grey sky through your window. Do you want to go outside? Every night, when you see the black room through your door. Do you want to go inside? Ê×Ò³ || ĬÈÏ (0) || ÈÕ¼Ç (45) || ÔÓÎï (13) ÈÕ×Ó 2004 Äê 12 Ô Sun Mon Tue Wen Thu Fri Sat 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 ×îºó¸üĞ Kiama ͵»¶ ½ñÌì Semiring ºş±ß ³ÁĬµÄ¶şÈË ±¸Íü ¾²×ø ÀÛÁË ÏÄÌì ×îĞÂÆÀÂÛ catso : ħ½ç¿ÕÃ÷£ººÇºÇ£¬. catso : ¹Æ£ºÉ¡òáÒ²ÊÇ¿ÉÒÔ. ħ½ç¿ÕÃ÷ : Ê«¾­ÀïºÜ¶à͵»¶¡£. ¹Æ : ¶àĞ»¶àĞ»£¬£¬°¥£¬. catso : awen£ººÙºÙ~~ÊÇ°¡. catso : ¹Æ£ºÄã˵µÄÓ¦¸ÃÊÇ. awen : Èç¹û¿ÉÄÜÎÒ»áµÄ µ. awen : Èç¹û¿ÉÄÜÎÒ»áµÄ µ. ¹Æ : ¸ÕÔÚ¸úÅóÓÑÔÚ˵°Ä. catso : ¿´ÁËÄãÖ÷Ò³µÄ*£º×. ´æµµ »ÒÉ«µÄÒõÌìÒ»Ö»»ÒÉ«µÄèÑØ×Å»ÒÉ«µÄÀé°Ê×ß¹ı»ÒÉ«µÄ½ÖÅÀÉÏ»ÒÉ«µÄǽ»ÒÉ«µÄÑÛ¾¦¿´×Å»ÒÉ«µÄÔ¶·½ ÎÒµÄÁ´½Ó ÏÂÀï°ÍÈË Ëé²£Á§ shitou¸öÈË¿Õ¼ä Ä껪 ÏÄÌìĞ¡»¨ ĞŞÂŞ Ñı¹Æ Æ®Êźìȹ ·ÛºìÉ«µÄÍÏЬ MOMO ZONE ºóÑüÂÒÌò My Lab DSL UOW : [1] [2] [3] [4] [5] [6] [7] [8] [9] Kiama -[ÈÕ¼Ç] Kiama£º KiamaµÄԭסÃñΪWodi WodiÈË¡£Kiama¼´ÍÁÖøÓïÖеÄKiarama-a£¬ÒâΪ¡°º£³±ÏìÆğÖ®´¦¡±¡£¾İ˵µÃÃûÓÚµ±µØº£°¶µÄÌìÈ»ÑÒѨ£¬µ±Óк£Ë®Ó¿Èëʱ»á·¢³öÉùÏì²¢ĞγÉ×î¸ß¿É´ï60Ã×µÄË®Öù¡£ ½ñÌìÓÖÈ¥ÁËÌËKiama£¬ÌìÆøºÜºÃ£¬ÏÈÇçºóÓê¡£ËäÈ»ÔÚÕâ¸ö¼¾½ÚÓĞĞí¶àÓοͣ¬ÓëÉÏ´Îȥʱ´óÓв»Í¬£¬µ«ÒÀÈ»ºÜϲ»¶ÄÇÀï¡£ÑØן£±ßÓĞĞí¶àĞüÑ£¬Õ¾ÔÚ½ü°ÙÃ׸ߵÄѶ¥£¬¶ú±ß¾¡ÊÇ·çÉù£¬º£ÀËÔÚ½ÅÏÂÅØÏø×Å£¬ÓĞĞ©ĞíÊÀ½çÖ®ÍõµÄ¸Ğ¾õ¡£´ÓºÜ¾ÃʱÆğ£¬ÎÒÃÎÏëÖеľÓËù¾ÍÊǺ£±ß¸ßÑÂÉϵijDZ¤£¬ÓĞ×Ų»¶Ï±»º£·ç¹àÈëµÄ¸óÂ¥£¬ºÍÕ¾ÔÚ´°Ì¨ÉϵÄÎÚÑ»¡£ catso ·¢±íÓÚ 2004-12-08 17:29 ÔĶÁÈ«ÎÄ | ÆÀÂÛ(4) | ÒıÓÃTrackback(0) | ±à¼­ ͵»¶ -[ÈÕ¼Ç] ͵»¶£º Ö÷ÌâÓĞĞ©ÏãÑŞ£¬Êµ¼ÊÈ´ºÜƽ³£¡£Ã»È¥ÊµÑéÊÒ£¬ÔÚÍâÃæϹ¹äÁËÒ»Ì죬²¹°ìÁËÒ½ÁƱ£ÏÕ»¹ÅªÁËÁ½¸ö·ÅÎļşÓõĺĞ×Ó¡£×ÜÖ®ÊÕ»ñ»¹ÊÇÆÄ·áµÄ¡£ÌìÆø²»´í£¬×ÜÈÃÈËÏëÆğСѧ×÷ÎÄ¡°½ñÌìÔçÉÏÆğ´²£¬´°Íâ·çºÍÈÕÀö£¬ÄñÓﻨÏã......¡±¡£ÓĞÈչ⣬Ã÷ÁÁ£»Óз磬Á¹Ë¬£»Óвİƺмô¹ıºóµÄζµÀ£»ÓĞÄÇĞ©Ğ¡»¨ËæµØµØ¿ª×Å¡£Ê±¿ÌÌáĞÑ×Ô¼ºÒªËæʱעÒâÕâĞ©£¬Òª²»È»ÎÒÎŞ·¨½â´ğΪʲô»î×ÅÕâ¸öÎÊÌâ¡£ ²Éޱ£º ²Éޱ²Éޱ£¬Ş±Òà×÷Ö¹¡£Ô»¹éÔ»¹é£¬ËêÒàĪֹ¡£ ÃÒ¼ÒÃÒÊÒ£¬«NáñÖ®¹Ê¡£²»åØÆô¾Ó£¬«NáñÖ®¹Ê¡£ ²Éޱ²Éޱ£¬Ş±ÒàÈáÖ¹¡£Ô»¹éÔ»¹é£¬ĞÄÒàÓÇÖ¹¡£ ÓÇĞÄÁÒÁÒ£¬Ôؼ¢ÔØ¿Ê¡£ÎÒÊù䶨£¬ÃÒʹ¹éƸ¡£ ²Éޱ²Éޱ£¬Ş±Òà¸ÕÖ¹¡£Ô»¹éÔ»¹é£¬ËêÒàÑôÖ¹¡£ ÍõÊÂÃÒ±W£¬²»åØÆô´¦¡£ÓÇĞĿ׾Σ¬ÎÒĞв»À´¡£ ±Ë¶ûάºÎ£¬Î¬³£Ö®»ª¡£±Ë·˹ºÎ£¬¾ı×ÓÖ®³µ¡£ ÈÖ³µ¼È¼İ£¬ËÄĵҵҵ¡£Æñ¸Ò¶¨¾Ó£¬Ò»ÔÂÈı½İ¡£ ¼İ±ËËÄĵ£¬ËÄĵòjòj¡£¾ı×ÓËùÒÀ£¬Ğ¡ÈËËùëè¡£ ËÄĵÒíÒí£¬ÏóåôÓã·ş¡£Æñ²»Èս䣬«Náñ¿×¼¬¡£ ÎôÎÒÍùÒÓ£¬ÑîÁøÒÀÒÀ¡£½ñÎÒÀ´Ë¼£¬ÓêÑ©ö­ö­¡£ ĞеÀ³Ù³Ù£¬Ôؼ¢ÔØ¿Ê¡£ÎÒĞÄÉ˱¯£¬ÄªÖªÎÒ°§¡£ catso ·¢±íÓÚ 2004-12-06 18:51 ÔĶÁÈ«ÎÄ | ÆÀÂÛ(4) | ÒıÓÃTrackback(0) | ±à¼­ ½ñÌì -[ÈÕ¼Ç] ½ñÌ죺 ÌìÆø±ä»¯ºÜ¿ì£¬ÖĞÎ绹Ã÷ÃÄ×ŵÄÑô¹âµ½ÁË°øÍí¾Íת³ÉÁËäÀäÀÁ¤Á¤µÄĞ¡Óê¡£Ò·ş²»ºÃ¸É£¬¹ÒÔÚ´°¿Ú±»Î¢·ç´µµÃÒ¡»Î×Å¡£²»Ï붯ÄԽÓÚÊÇÏ´Ò·ş¡£Ì«Í¶È룬Á¬¸É¾»Ò·ş¶¼Ï´µôÁË¡£ÎÒÊÇÒ»¸ö¹Ø²»×¡µÄÈË£¬Ò»ÔÚ¼ÒÀï´ôמÍÏëÍùÍâÅÜ£¬²»ÖªÒÔºó»á²»»áÓĞÈËΪÕâÒ»µã¶ø¿àÄÕÄØ¡£ ¼Åį£º ½ñÌì¹ÒÉÏqq£¬ÓĞÈËÎÊÎÒÊÇ·ñ¼Åį¡£ÎÒ˵¼ÅįÊÇÒ»ÖÖ¶¾Ò©£¬ÈÌÄÍÊÇÒ»ÖÖ³Éñ«ĞԵĽâÒ©£¬ÎÒ¿ÉÄÜÒѾ­³ÉÁ˸öñ«¾ı×ÓÁË°É£º£© ʲôÊǼÅį£¿ÎªÊ²Ã´ÈËÃǶ¼ÒªÌÓ±ÜËü£¿ÒòΪĞÄÀïÄÑÊÜÂ𣿺ܶàÈ˶¼Ëµ×Ô¼ºÊǼÅįµÄ£¬¿ÉÊÇÔÚÓĞÈËÅãËûºó£¬ÕæµÄ¾Í²»¼ÅįÁËÂ𣿼Åįһ¶¨ÊÇDZ²ØÓÚĞÄÖеģ¬Ò»¶¨ÊÇÖ»ÓĞ×Ô¼º²ÅÄܽâ¾öµÄ¡£È˺ÜÆæ¹Ö£¬Ïó´Ìâ¬Ò»Ñù£¬ÏëÒª±§½ôȡůȴÓÖÅ»¥ÏàÉ˺¦¡£ÏëÒª°Ñ´ÌÈ¥µôÈ´»á±äµÃÏÊѪÁÜÀì¡£ ±ğ¼ÅįÁË£¬º¢×Ó£º£© catso ·¢±íÓÚ 2004-12-05 17:13 ÔĶÁÈ«ÎÄ | ÆÀÂÛ(4) | ÒıÓÃTrackback(0) | ±à¼­ Semiring -[ÈÕ¼Ç] In lab now, can't use Chinese. Semiring: Don't forget it again, Catso: A semiring is a set together with two binary operators S(+,*) satisfying the following conditions:

1. Additive associativity: For all a, b, c in S, (a + b) + c = a + (b+c),
2. Additive commutativity: For all a, b in S, a + b = b + a,
3. Multiplicative associativity: For all a, b, c in S, (a * b) * c = a * (b * c),
4. Left and right distributivity: For all a, b, c in S, a * (b + c) = (a * b) + (a * c) and (b + c) * a = (b * a) + (c * a). A semiring is therefore a commutative semigroup under addition and a semigroup under multiplication. A semiring can be empty. Boring: What is the minimal change of a certain epistemic state Phi? I always think it should be characterized with a distance function D by which an accurate evaluation could be given. Follow the suggestions of Dr. Richard Booth and Prof. Aditya Ghose, a specified D can be constructed now. But I can't help to worry about the generalized version of such D. Simultaneously, I also worry about the representation of Phi in which (Meyer's approach) contains no metaphors what I expect. Semiquantitative method is my favourite. In Eliezer L. Lozinskii's paper, an information theory based approach, which I like the most, has been given. By using such logic system, I can easily evaluate and compare the elements in the system. But how to adapt it into epistemic state is still a problem. For D, maybe I can find some good ideas from metric SCSP. Can I use a tautology epistemic state as a reference point? What's the semantic? catso ·¢±íÓÚ 2004-12-03 10:26 ÔĶÁÈ«ÎÄ | ÆÀÂÛ(7) | ÒıÓÃTrackback(0) | ±à¼­ ºş±ß -[ÈÕ¼Ç] ºş±ß£º ×òÌì°øÍí³öȥɢĞÄ£¬ÈıÈË¿ª³µµ½Illawarraºş±ß¡£ºÜÊæ·ş¡£ Ê®×Ö·¿Ú£¬°ÄÖŞÌØÉ«£º ÏŞËÙ£¬³£¼ûµÄ£º Õ»ÇÅ£¬ÓĞÒ»±ßûÀ¸¸Ë£º ¾²¾²µÄºşË®£º ºş±ßÊ÷£¬¿İµÄ£º »¹ÊǺş£º ÒÀÈ»ÊǺş£¬²»¹ıÓеº£º ²tÍûËş£º ÈÕÂ䣬ÖÕÓÚÂäÁË£¬ÅIJ»³ÉÁË£º catso ·¢±íÓÚ 2004-11-28 23:49 ÔĶÁÈ«ÎÄ | ÆÀÂÛ(2) | ÒıÓÃTrackback(0) | ±à¼­ ³ÁĬµÄ¶şÈË -[ÔÓÎï] 飬²»ÖªËµÊ²Ã´ºÃÄØ£º£© ³ÁĬµÄ¶şÈË£º ³ÁĬµÄ¶şÈË£¬ ¼´Ê¹Ãæ¶Ô£¬ Ò²Èçƽ¾²µÄºşË®¡£ Ëƺõ³ÉÁËÒ»ÖÖ²øÃ࣬ ÈçË®ÃæµÄÇàÜô£¬ µ´ÑúÓÚ΢·çÖеÄåüÃÄ¡£ Ëƺõ³ÉÁËÒ»ÖÖÏ°¹ß£¬ Ö±µ½Ä³Ì죬 ³ÁĬ±»Á½ÈË·Ö¿ª£¬ Ò»ÈËÒ»°ë£¬ ¶À×ÔÌòó£¬ Í´µÄÃÀ¡£ catso ·¢±íÓÚ 2004-11-27 23:20 ÔĶÁÈ«ÎÄ | ÆÀÂÛ(0) | ÒıÓÃTrackback(0) | ±à¼­ ±¸Íü -[ÈÕ¼Ç] ±¸Íü£º ÈÏ֪״̬µÄ¸Ä±ä¿ÉÒÔͨ¹ıÁ½ÖÖ·½Ê½£ºÒ»ÊÇÖ±½Ó·½Ê½£¬Ö±½Ó¸Ä±ä¿ÉÄÜÊÀ½çµÄËÆȻֵ·ÖÅ䣻¶şÊǼä½Ó·½Ê½£¬Í¨¹ı¸Ä±ä֪ʶ¿â»òĞÅÄ£¬´Ó¶øÓ°ÏìËÆȻֵ·ÖÅ䣬µ¼ÖÂÈÏ֪״̬µÄ¸Ä±ä¡£Ç°ÖÖ·½Ê½ËäÈ»¼òµ¥Ò×ĞĞ£¬µ«ËüÊôÓÚ¶½µ¼Ä£Ê½£¬Ê¹µÃ×ÔÖ÷ĞÔ½µµÍ£»ºóÖÖ·½Ê½Ëä×ÔÖ÷ĞԽϸߣ¬µ«ËùÒª¸Ä±äµÄÒòËØÌ«¶à£¬²»ºÃ¿ØÖÆ¡£Ò»°ãÇãÏòÓÚÑ¡ÔñÇ°Õß¡£ ¹«¶ÏʽÓë·ş´Ó¶àÊıʽºÏ²¢²Ù×÷ÆäÌصãΪ£ºÇ°ÕßÊܵ¥Ò»ÒâÖ¾Ô´Ó°ÏìÓë¶àÒâÖ¾Ô´Ó°Ïì½á¹ûÒ»Ö£»¶øºóÕß½á¹ûÓëÕ¼¶àÊıÒâÖ¾Ô´ÒâÖ¾Ò»Ö¡£ÏàÓ¦µÄÈÏ֪״̬ºÏ²¢²Ù×÷ΪÕâÁ½µãµÄ·º»¯¡£ catso ·¢±íÓÚ 2004-11-18 07:44 ÔĶÁÈ«ÎÄ | ÆÀÂÛ(4) | ÒıÓÃTrackback(0) | ±à¼­ : [1] [2] [3] [4] [5] [6] [7] [8] [9] --by Catso for Catso-- for 1024*768