Featuring Tadashi's many and varied toys ---
Featuring Tadashi's many and varied toys ---
ãªããå¾®ç©åã¯å½¹ã«ç«ã¤ã®ã 2023.11.27 Updated by Atsushi SHIBATA on November 27, 2023, 14:58 pm JST ä»åç´¹ä»ããæ¸ç±ï¼ãã¯ããã¦ã®ç©çæ°å¦ãæ°¸é è£ä¹ï¼SBã¯ãªã¨ã¤ãã£ãã2017ï¼ æèµ·ãã¦ããå¯ãã¾ã§ãæã ã¯ä½ç¨®é¡ãã®ãæ°ããè¦ã¾ãã ç§èªèº«ãæèµ·ããã¨ãããããã¥ã¼ã¹ã§é水確çãäºæ³æ°æ¸©ã®ããã«æ°è±¡ã«ããããæ°ãçºæ¿ãæµ·å¤ã®æ ªå¼å¸å ´ã®ææ°ãªã©ããããããªç¨®é¡ã®æ°ããã§ãã¯ãã¾ãããã°ããåãªããã³ããã¦ã¤ã«ã¹ã®ææè æ°ãå¢å å¾åã表ãææ°ãæ¯æ¥ã®ããã«ç¢ºèªãã¦ãã¾ããã èªåãåãå·»ãç°å¢ãç¥ãããã«ãç§ãã¡ã¯ãããããªãæ°ãã確èªãã¾ããããã¦æ°ãæãããã«ãã¦ãè¡åã決ãã¾ããç¾ä»£ãçããç§ãã¡ã«ã¨ã£ã¦ãæ°ãã¯ãä¸çãç¥ãããã®ãç®ãã¨ãã¦ã®å½¹å²ãæã£ã¦ãã¾ãã ç¾ä»£äººãæ¥å¸¸çã«è¦ããã®ç¨®ã®æ°ã¯ãããã¦ãè¨
The document describes various probability distributions that can arise from combining Bernoulli random variables. It shows how a binomial distribution emerges from summing Bernoulli random variables, and how Poisson, normal, chi-squared, exponential, gamma, and inverse gamma distributions can approximate the binomial as the number of Bernoulli trials increases. Code examples in R are provided to
åéãåºãããã¾ãã¾ãªç¥èãæ±ããããæ°å¦ãç©çå¦ããããã®ç¥èãããªã¼æ§é ã«ããåãããªãã¨ããã¾ã§ã²ãããæãä¸ãã¦ãåºç¤ã®åºç¤ããå¦ã¶ãã¨ãã§ããå¦ç¿ãµã¤ãããã³ã°ãã«ã«ãã§ããä¸ä½ä½ãã©ãå¦ã¹ãã®ãï¼ã¨ãããã¨ã§ãå®éã«ã³ã°ãã«ã«ã使ã£ã¦ã¿ã¾ããã ã³ã°ãã«ã« https://cognicull.com/ja ã³ã°ãã«ã«ã®ããããã¼ã¸ã¯ãããªæãããã°ãã®å¼¾æ§åã«ããä½ç½®ã¨ãã«ã®ã¼ããä½ç½®ã¨ãã«ã®ã¼ããªã©ãæ°å¦ã»èªç¶ç§å¦ã»å·¥å¦ã®ãã¾ãã¾ãªç¥èã353å並ãã§ãã¾ãã 試ãã«ãç±æ¯åããã¯ãªãã¯ããã¨ããç±æ¯åã¨ã¯ãååãªã©ãååã®éåã§çããååã®æ¯åã®ãã¨ã§ãããã¨ãç±æ¯åã«ã¤ãã¦è¨è¿°ããããã¼ã¸ã表示ããã¾ãããã¾ããååã¨ååãæ¯åãã¦ããæ§åã®ã¤ã¡ã¼ã¸ãã¢ãã¡ã¼ã·ã§ã³ã§è¡¨ç¤ºããã¦ãã¾ãã èªã¿é²ãã¦ããã¨ãã説æãç解ã§ããªãå ´åãã¯ã以ä¸ã®ç¥èãä¸è¶³ãã¦ããå¯è½æ§ãããã¾
4. å ¬éã«ããã£ã¦ âã¾ãããã«ä»£ã㦠æ¬æ¸ã¯ æ ªå¼ä¼ç¤¾ ã»ã¬ ã«ã¦è¡ãããæå¿ã«ããåå¼·ä¼ç¨ã«ç¨æãããè³æãä¸è¬ã«å ¬éãããã®ã§ ããåå¼·ä¼ã®è¶£æ¨ã¯ ããããã大人ã®å¦ã³ç´ããã§ãããæ¬æ¸ã®å ´åã¯é«æ ¡æ°å¦ã®è¶ é§ã足ã§ã®å¾©ç¿ ããå§ãã¦ä¸»ã«å¤§å¦å年度ã§å¦ã¶ç·å½¢ä»£æ°ã®åºç¤ã®å¦ã³ç´ããããã³å¿ç¨ã¨ãã¦ã®ï¼æ¬¡å å転ã®è¡¨ç¾ã® åºç¤ã®ç解ãç®çã¨ãªã£ã¦ãã¾ããåºãç¥ããã¦ãã¾ãããã«ç·å½¢ä»£æ°ã¯å¾®ç©åã¨ä¸¦ã³ç工系諸åéã® åºç¤ã¨ãªã£ã¦ãããã ãããã大å¦å年度ã«ããã¦å¦ã¶ããã§ããã大å¤æ®å¿µãªãã¨ã«é«æ ¡æ°å¦ã§ã¯å¾® ç©åã¨ç°ãªããã¯ãã«ãè¡åã¯ã©ãã©ãé ã«è¿½ããããã¦ããã®ãå®æ ã§ãã ç·å½¢ä»£æ°ã¨ã¯ä½ããã²ã¨ãã¨ã§è¨ãã°ãç·å½¢ï¼æ¯ä¾é¢ä¿ï¼ãªæ§è³ªããã¤å¯¾è±¡ã代æ°ã®åã§èªã¿è§£ãã ã¨ããä½ç³»ã§ããããã®æ大ã®ç¹å¾´ã¯åççã«ã解ãããã¨ãããã¨ã«ããã¾ããç¾å®ã®ä¸çã§èµ·ã㦠ããç¾è±¡ã表ãæ¹ç¨å¼ãç·å½¢ãªæ¯
ã³ã°ãã«ã«ã¯ã足ããªãç¥èãæãä¸ãã¦ç解ããå¦ç¿ãµã¤ãã§ãã
â»ãã®è¨äºã®1å¹´å¾ã«æç³»ã¨ã³ã¸ãã¢ãCourseraã®æ©æ¢°å¦ç¿ã³ã¼ã¹ã1ã¶æã§ä¿®äºããã®ã§æ¯ãè¿ã£ã¦ã¿ã¾ãããã¨ããè¨äºãã¢ãããã¾ããã æç³»ã¨ã³ã¸ãã¢ãæ©æ¢°å¦ç¿ã«å ¥éãããã¨æãã¨ãã©ããã¦ããæ°å¦ã®å£ãã«ã¶ã¤ããã¾ãã ä¸è¬çã«ãæ©æ¢°å¦ç¿ãç解ããããã«ã¯ã大å¦ã¬ãã«ã®ãå¾®åç©åããç·å½¢ä»£æ°ãã確ççµ±è¨ãã®ç¥èãå¿ é ã¨ããã¦ãã¾ãããç§ã®ãããªå ¸åçæç³»ã¨ã³ã¸ãã¢ã®å ´åããããå¦ç¿ããããã®åºæ¬çç¥èèªä½ãå§åçã«ä¸è¶³ãã¦ãããããã¾ãã¯é«æ ¡ã¾ã§ã®æ°å¦ãä¸ããããç´ãã¦ã¿ã¾ããã å¦ç¿åã®ç§ã®æ°å¦ã¹ãã㯠å¦çæ代ã®æ°å¦ã®å¦ç¿æ´ã¯é«æ ¡2å¹´çã®2å¦æä½ã¾ã§ã 大å¦ã§çµæ¸æ°å¦ã®ææ¥ããã£ãæ°ããããã»ã¨ãã©åºå¸ãã¦ããªãã ä»äºã§ä½¿ã£ãæ°å¦ç¥èã¯ä¸è§é¢æ°ç¨åº¦ã(ç»åå¦çã½ãããéçºããéã«ä½¿ç¨) å¦ç¿ã«è¦ããæé å°å¦æ ¡ã®ç®æ° 5æé ä¸å¦æ°å¦ 6æé æ°I/æ°A 12æé æ°II/æ°B
Indexæ£è² ã®æ°è¦ç¹ç´ æ°ã»ç´ å æ°å解æ£ã®æ°ã»è² ã®æ° æ£è² ã®å æ³ãæ¸æ³ å æ³æ¸æ³ã®æ··ãã£ãè¨ç® æ£è² ã®æ°ã®ä¹æ³é¤æ³ç´¯ä¹ ååè¨ç®ãåé æ³åä¾é¡æ£ã®æ° è² ã®æ° æ°ç´ç· 絶対å¤æ£è² ã®æ°ã®å¤§å°æ£è² ã®æ°ã®å¤§å°2å æ³æ¸æ³3æ°ä»¥ä¸ã®å æ³å æ³æ¸æ³ã®æ··ãã£ãè¨ç®3æ°ä»¥ä¸ã®å æ¸ãåæ°ãã£ãã®ããå æ³æ¸æ³ä¹æ³é¤æ³éæ°ã¨é¤æ³ç´¯ä¹éæ°ï¼æ°ä»¥ä¸ã®ä¹æ³ä¹æ³é¤æ³ã®æ··ãã£ãè¨ç®ç´¯ä¹ãå«ãä¹æ³é¤æ³ååè¨ç®ç´¯ä¹ãå«ãååè¨ç®ç´¯ä¹ã¨ãã£ããå«ãååè¨ç®åé æ³åç´ æ°ã»ç´ å æ°å解 æ´æ°ã®å¹³æ¹ã«ãã æå¤§å ¬ç´æ°ã»æå°å ¬åæ° æå¤§å ¬ç´æ°ã»æå°å ¬åæ°å¿ç¨ æ£è² ã®æ°ã®å©ç¨(å¹³å)æ£è² ã®æ°ã®å©ç¨(å¹³åï¼)æ£è² ã®æ°ã®å©ç¨(æ£è² ã®å¤å®) æ£è² ã®æ°ã®å©ç¨(ç´¯ä¹ã®ææ°ã¨ä¸ã®ä½) ç´ å æ°å解ã®å¿ç¨ãæ´æ°ã®2ä¹å·¥å¤«ãã¦è¨ç®ããæå¤§å ¬ç´æ°ã¨æå°å ¬åæ°ãå¿ç¨å¤§å°ã®æ¯è¼ç·´ç¿åé¡å®å確èªãã¹ã(è¨ç®) æ´æ°ã®æ§è³ªã»æ£è² ã®æ°_åºç¤ã®ç¢ºèª å æ³æ¸æ³_åºç¤ã®ç¢ºèª ä¹
çæ³ã®æè²ã·ã¹ãã ã§ã¿ããªã«ãã£ã³ã¹ã¨åãï¼ãã¤ã§ãå ã«é²ãããããç´ãããç¡æãã®åç»é ä¿¡ã«ãããæè²ã®è³ªã®åä¸ãããã°ãã¼ãã«äººæã®è²æãã®å®ç¾ãç®æãã¾ãã 22-10-02 æè²åç»ã®YOUTUBEãã£ã³ãã«ã¸ã®ãªã³ã¯ã¯ãã¡ãããâYOUTUBEãã£ã³ãã« 22-10-02 PDFããã¦ã³ãã¼ããããæ¹âã³ã³ãã³ãä¸è¦§ãã¼ã¸ã¸ 20-03-02 2020å¹´3æ3æ¥ 2:00ï½ããµã¼ãã¼ç§»è»¢ã®ãããµã¼ãã¼ã®ã¡ã³ããã³ã¹ãè¡ãã¾ãã ã¡ã³ããã³ã¹ä½æ¥ä¸ã«ããã¦ã¯ããã¼ã ãã¼ã¸ã®é²è¦§åã³ãµã¼ãã¹ãä¸æä¼æ¢ãããã¾ãã®ã§ãä½åãç解ã¨ãååãè³ãã¾ããããé¡ãç³ãä¸ãã¾ãã 20-02-27 åç»ãFLVæ¹å¼ã§é ä¿¡ãã¦ããã¾ããããFLVã®å»æ¢ã«ä¼´ããå¼æ©æ§è¬ç¾©åç»ã®ãªã³ã¯ãYOUTUBEã«å¤æ´è´ãã¾ããããªã³ã¯ãã¯ãªãã¯ããã¨YOUTUBEã®ãã¬ã¤ã¤ã¼ãç«ã¡ä¸ããã¾ãã 20-02-27
æ´æ°æ å ± 2019.07.19 ã¹ã¤ã·ã§ã¦ ã å½å ¬ç«å¤§ç¾ä»£æ ã追å ãã¾ãã!! 2019.07.18 ã¹ã¤ã·ã§ã¦ ã ç§å¤§å½èª ã追å ãã¾ãã!! 2019.07.11 ã¹ã¤ã·ã§ã¦ ã å ±éTç¾ä»£æ ã追å ãã¾ãã!! 2019.07.11 ã¹ã¤ã·ã§ã¦ ã ã»ã³ã¿ã¼å¯¾çç¾ä»£æ ã追å ãã¾ãã!! 2018.05.12 ã¹ã¤ã·ã§ã¦ ã 第1å(ä¸) ã追å ãã¾ãã!!
ã精度99%ã®æ¤æ»ã§é½æ§ã ã£ã人ãå®éã«ç æ°ã§ãã確çã¯æ°%ç¨åº¦ãã¨ããã話ãèãããã¨ããã人ããããã¨æãã¾ãã ã1000人ã«ä¸äººããããç æ°ããããããªãã¯ãã®ç æ°ãã©ããã精度99%ã§å¤å®ã§ããæ¤æ»ãåããã¨ããããªãã¨é½æ§ã§ãã£ããããªããå®éã«ãã®ç æ°ã«ããã£ã¦ãã確çã¯ãããããã¨ãããã¤ã®ãã¨ã§ãã ãé½ãã¨ããåã«ãã¸ãã£ããªé¿ãâ»ãããã®ã§ãããæå³ã ã£ããæªãæå³ã ã£ããã¡ãã£ã¨è¿·ã£ã¦ãã¾ãããããã¾ãããããé½æ§ã§ãããã¨ããã®ã¯ãæ¤æ»ãããåå¿ãåºããã¨ãããããã®æå³ã§ããâ»é¿ããä½ããããã¸ãã£ãããªãã§ããã©ã⦠ã¦ã¤ã«ã¹ææçã®PCRæ¤æ»ã®ã±ã¼ã¹ã§è¨ããªãã°ãé½æ§ã§ããã¨ã¯ãæ¤ä½ï¼æ¡åããç²èãç°ãªã©ã®ãã¨ï¼ããåºæºãè¶ ããéã®ã¦ã¤ã«ã¹ã®éºä¼åãæ¤åºããããã¨ãããã¨ã«ãªãã§ããããã ã§ãããªãã¯é½æ§ã ã£ãããã§ããåãã¦ãã®è©±ãèãã人ãªãããããã
2019å¹´6æã«ä»¥ä¸ã®è¨äºãæ稿ããã¾ããã ã«ã¼ããå帰ãgotoã使ããã«1ãã100ã¾ã§ãå°åããC++ããã°ã©ã ã¯æ¸ãã¾ããï¼ã«å¯¾ããIchi Kanayaããã®åç - Quora è±èªçã®è¨äºãHow to print 1 to 100 in C++ without a loop, goto or recursion - Quoraãããèå³æ·±ãåçãæãåºãã¦ãããã«ã©ã³ã¯ä»ããããªããå訳ãã¦ãã ãã£ã¦ããè¨äºã§ãã åç´ãä¸ç´ã¯ãã¾ãããããï¼C++ç¥ããªãããã©â¦â¦ï¼ãã¨ããæãã§ããã ä¸ç´ã¨ãããããã¤ã¯ãã½ãã社ã®ãã¼ã¿ãµã¤ã¨ã³ãã£ã¹ã Conner Davis æ°ãã®åçãé¢ç½ãã£ã ã®ã§ããç´¹ä»ãå ¼ãã¦ãã®çºæ³ã®æºæ³ãæ¨æ¸¬ãã¦ã¿ããã¨ã«ãã¾ããã 以ä¸ã« Conner Davis æ°ã®åçã®å訳ãå¼ç¨ãã¾ãã ãã¤ã¯ãã½ãã社ã®ãã¼ã¿ãµã¤ã¨ã³ãã£ã¹ã Conn
ã¯ããã« å°ãå(2019å¹´4æé )ã«ããAI人æãã¨ããè¨èããã¥ã¼ã¹ãè³ããã¦ãã¾ããããç¾å¨æµè¡ã£ã¦ãããã£ã¼ãã©ã¼ãã³ã°ãã®ä»ã使ãããªãã人æããããã®æå³ã ã¨æãã¾ãããããããããºã¯ã¼ãã®ä¾ã®æ¼ããã人ã«ãã£ã¦æå³ãç°ãªãããã§ããä½µãã¦ãAI人æã®ããã«ç·å½¢ä»£æ°ã®æè²ãã©ãããããã¨ãããã¨ã話é¡ã«ãªã£ã¦ãã¾ãã ç·å½¢ä»£æ°ã¨ããå¦åã¯ãæ¬æ¥ã¯æ¥µãã¦åºãããã¤å¼·åãªåéã§ãããã¨ããããã¯ãè¡åã¨ãã¯ãã«ã®æ§è³ªã調ã¹ãå¦åãã¨æã£ã¦ããã°è¯ãã§ããç工系ã®å¤§å¦çã¯ãã¾ãåºç¤è§£æã¨ã¨ãã«ç·å½¢ä»£æ°ãå¦ã¶ã¨æãã¾ããããã¦ãä½ã«ä½¿ãã®ãããããªãã¾ã¾ãåºæå¤ãããè¡åå¼ããªã©ã®æ¦å¿µãåºã¦ãã¦ãä¾ãã°è©¦é¨ã§3è¡3åã®è¡åã®åºæå¤ãåºæãã¯ãã«ãæ±ãã4è¡4åã®è¡åã®è¡åå¼ãæ±ããããã¦ã¤ã¤ã«ãªã£ã¦ããã®ã¾ã¾èº«ã«ã¤ããã«åæ¥ãã¦ãã¾ããå¾ã§å¿ è¦ã«ãªã£ã¦å¾æãã人ãåºã¦ããããã¾ã(ä¾ã
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}}