å¹¾ä½å¦
è¬ç¾©ãã¼ãã®ç®æ¬¡ã¸ çµã³ç®çè«ï¼Knot Theoryï¼ãç¬å¦ã§å¦ã¶ããã®æç§æ¸PDFãéããã çµã³ç®çè«ã¯ï¼ç©ºéå ã®å³å½¢ã®æ§è³ªã調ã¹ã ä½ç¸å¹¾ä½å¦ã®ç¹æ®ãªä¸åéã¨ã¿ãªããã æ°å¦çã«ã¯ï¼å¤æ§ä½ãåºæ¬ç¾¤ï¼ä¸å¤éã¨ãã¦ã®å¤é å¼ãªã©ï¼ 代æ°ç³»ã®ç¨èªãéå ·ã¨ãã¦â¦
è¬ç¾©ãã¼ãã®ç®æ¬¡ã¸ 解決ããã°ï¼ååã®æ¸è³éãããããããã¸äºæ³ã®è§£èª¬PDFã¨ï¼ã¬ã¯ãã£ã¼ã®åç»ã ããã¸äºæ³ã¯ï¼ï¼ï¼ä¸ç´ã®æ大ã®é£åã®ä¸ã¤ãã¯ã¬ã¤æ°å¦ç 究æãæå®ããããã¬ãã¢ã æ¸è³åé¡ãï¼ã¤ã®ä¸ã«å ¥ã£ã¦ããã ãã®ï¼ã¤ã®ä¸ã§ï¼ããã¸äºæ³ã¯ä»£â¦
æ°å¦ã®ããã¢ã³ã«ã¬äºæ³ããç解ããããã®è³æã¨ãã¦ï¼åç»ã»åè«æã»æ¥æ¬èªã®èªã¿ç©ã»PDFãªã©ãã¾ã¨ããã æ°å¦è ãã¢ã³ã«ã¬ã«ããåèã¨ï¼ããã解決ãããã¬ã«ãã³æ°ã®è«æï¼ããã«ãã¬ã«ãã³æ°ãï¼ï¼ï¼ä¸ãã«ã®è³éãè¾éãã件ã®å°èª¬ãªã©ã æ°å¦ãããâ¦
è¬ç¾©ãã¼ãã®ç®æ¬¡ã¸ 代æ°çãããã¸ã¼ï¼ä»£æ°ä½ç¸å¹¾ä½ï¼algebraic topologyï¼ã®è¬ç¾©ãã¼ãPDFãç¬å¦ã«å½¹ç«ã¤è³æãéããã ä½ç¸å¹¾ä½å¦ï¼ãããã¸ã¼ï¼ã¯ï¼ãæãããå¹¾ä½å¦ãã¨ããé称ãæã¤ããã®ä¸ã§ã代æ°çãããã¸ã¼ã¯ï¼ ã¨ãã«å³å½¢ãæã¤ä»£æ°çãªæ§é â¦
è¬ç¾©ãã¼ãã®ç®æ¬¡ã¸ æ²ç·ãæ²é¢ã®å¾®åå¹¾ä½å¦ã®è¬ç¾©ãã¼ãã å¹¾ä½ï¼å¾®åå¹¾ä½ï¼ã®åæ©ã¨ãã¦ï¼ã¾ãã¦ã¼ã¯ãªããå¹¾ä½ããã¯ããï¼å¾ã«ãªã£ã¦å¤æ§ä½ã»å¾®åå½¢å¼ã»ãªã¼ãã³å¹¾ä½ãå¦ã¹ãããæºåããã ãã®å ¥é段éã®å¦ç¿ç®å®ã¨ãã¦ã¯ï¼ãã¬ã¦ã¹ã»ãã³ãã®å®çãï¼â¦
è¬ç¾©ãã¼ãã®ç®æ¬¡ã¸ æ°è«å¹¾ä½å¦ãå¦ã¶ããã®PDFãå ¥éã®ããã®è§£èª¬è¨äºãï¼ãªã³ã©ã¤ã³ã§å ¥æã§ããæç§æ¸ã æ°è«å¹¾ä½ãç¬å¦ããããã®è³æ æ°è«å¹¾ä½ã®æç§æ¸PDFï¼ Arithmetic Geometry http://www2.maths.ox.ac.uk/cmi/librar... ï¼ï¼ï¼ãã¼ã¸ãããPDFãã¯â¦
è¬ç¾©ãã¼ãã®ç®æ¬¡ã¸ æ¥æ¬ããçºä¿¡ãããæ°ççææ³ã§ããæ å ±å¹¾ä½ãå¦ã¶ããã®è³æãæ©æ¢°å¦ç¿ãªã©ã«å¿ç¨ããã¦ãããç¡æã§é²è¦§ã»å¦ç¿ã§ãããããªã¢ã«ãéããã ãæ å ±å¹¾ä½ããå¦ã¶ããã®è³æ æ å ±å¹¾ä½ã®åºç¤ã¨ãªãèãæ¹ï¼ æ å ±å¹¾ä½å¦ çå©ä¿ä¸ http://ciâ¦
è¬ç¾©ãã¼ãã®ç®æ¬¡ã¸ CGãã²ã¼ã éçºã«ãå½¹ç«ã¤è¨ç®ã»å¹¾ä½å¦ï¼ããããã»ããããï¼ã®æç§æ¸ãç¹ã»ç·åãªã©ã®å³å½¢ãæ°å¤è¨ç®ããæã«å¿ è¦ãªã¢ã«ã´ãªãºã ãåå¼·ã§ããã ããã°ã©ãã³ã°ã«ãããå½¹ç«ã¤ãè¤éãªå³å½¢ã©ããã®é¢ä¿ãï¼ä¸è§å½¢ãæ¨æ§é ã使ã£ã¦ã·ã³â¦
è¬ç¾©ãã¼ãã®ç®æ¬¡ã¸ ã°ã©ãçè«ã»çµã¿åããæé©åã®è¬ç¾©ãã¼ãããããã¯ã¼ã¯ï¼çµè·¯ç³»ï¼ã®ã¢ã«ã´ãªãºã ãå«ãã 大å¦ã®æ å ±ç§å¦ã§ã¯ï¼ãé¢æ£æ°å¦ãã¨ããåéã ã以ä¸ã«ï¼ãã°ã©ãçè«ãã¨ãçµã¿åããæé©åãã®å ¥é段éã®è¦ç¹ã並ã¹ã¦ã¿ãã æ大ããã¼åâ¦
è¬ç¾©ãã¼ãã®ç®æ¬¡ã¸ å¾®åå½¢å¼ã¨ï¼ããã使ã£ãå¹¾ä½å¦ã®è¬ç¾©ãã¼ãã å¾®åå½¢å¼ã使ãã¨ï¼ç©çå¦ã®æ³åãç¾ããã·ã³ãã«ã«è¨è¿°ã§ãããä¾ãã°ï¼ãã¯ã¹ã¦ã§ã«æ¹ç¨å¼ãå¾®åå½¢å¼ã§æ¸ãã¨ã»ã»ã» ããã ãã§æ¸ãã ã¾ãï¼ãã¯ãã«è§£æã®ãã¹ãã¼ã¯ã¹ã®å®çããå¾®åâ¦
è¬ç¾©ãã¼ãã®ç®æ¬¡ã¸ ãç©åå¹¾ä½å¦ãã®è¬ç¾©ãã¼ãã å¾®åå¹¾ä½å¦ã¨ç°ãªãï¼ç©åå¹¾ä½å¦ã¯ç¯å²ãçããå°å ¥ã¨ãã¦ï¼ç©åå¹¾ä½å¦ã使ãã°å¤å ¸çãªå³å½¢ã¯ã¤ãºãè¨ç®ã§ããã®ã§ä¾¿å©ã ãä¾ãã°æåãªããã¥ãã©ã³ã®éããããã«ãã©ã³ã®ãã©ããã¯ã¹ããªã©ã®åé¡ã«ï¼â¦