
ç·åœ¢ä»£æ°åŠæŠè«
tkn
ãã®è¬åº§ã§ã¯ç·åœ¢ä»£æ°åŠæŠè«ãåãäžããè¬çŸ©ãéããŠç·åœ¢ä»£æ°åŠæŠè«ããã¹ã¿ãŒããããšãã§ããŸãã
åçŽ
Linear Algebra
ãã®ã³ãŒã¹ã§ã¯ãåè¬çã¯ãã¯ãã«åŸ®ç©ååŠïŒåŸ®ç©å2ïŒã®åŸ®åã®åºç€ã倿Žã§ããŸãã
åè¬ç 912å
é£æåºŠ åçŽ
åè¬æé ç¡å¶é

åŠç¿ããåè¬è ã®ã¬ãã¥ãŒ
5.0
믌첩í ê°ì믞
髿 ¡æä»£ã«æç§ã ã£ãã®ã«ãã©ãããŠå·¥éãäº€å·®æ¯æŽãããã⊠埮ç©åããã€ã倧å€ã ã£ãã®ã§ãããã§ãšãŠã圹ã«ç«ã¡ãŸããã以åã¯æ°åŠã奜ãã ã£ãã®ã«ã幎ããšãã»ã©å«ã«ãªã£ããã§ããã©ïŒä»äºã«ãªã£ãŠãããå«ãã«ãªããŸãããïŒ èããªããçè§£ã§ããã®ã§äžãåŸæããæãã§ãïŒããŸãã«ãããåãè¬çŸ©ã§ããããã¹ãŠã®è¬çŸ©ããã¹ãŠçè§£ããããã§ã¯ãããŸããããã°ãã°å床èãå¿ èŠãããããã§ãããäžçææã ãããšãŠãå¿åŒ·ãã§ããïŒè¬çŸ©æ¬åœã«ããããšãããããŸãïŒ
5.0
seon lee
åºç€ãããã£ãããšè©³ãã説æããŠããã ããç°¡åã«çè§£ã§ããããã§ãã
5.0
HVNtest
ã ã ã ç·åœ¢ä»£æ°åŠããããšæã£ãŠããŸãããããã®ææ¥ã¯ãã£ãšé¢çœãã§ããã
ãŠãŒã¯ãªãã空éã«ããããã¯ãã«ãšè¡åã®æ§è³ªãšæŒç®
ããŸããŸãªåº§æšç³»ã®äœ¿ãæ¹
å€å€æ°é¢æ°ã®åŸ®åæŠå¿µãšèŠå
å®éã®åé¡è§£æ±ºã®ããã®ãã¯ãã«åŸ®ç©ååŠã®é©çš
ãã¯ãã«åŸ®ç©ååŠã¯ãç©çåŠãå·¥åŠãAIããã£ãŒãã©ãŒãã³ã°ãã³ã³ãã¥ãŒã¿ã°ã©ãã£ãã¯ã¹ãçµæžåŠãªã©æ°å€ãã®åéã§å¿
èŠãªå¿
é ç¥èã§ããããããå
容ãããŸãã«ãèšå€§ã§ãäžäººã§å匷ããã®ã«ã¯é£ããããããŸããããã§ãå¿
ãå¿
èŠãªå
容ã ãéžå¥ãããã¡ããšãç¥ãããããã®ã·ãªãŒãºãäœãããšã«ãªããŸããã
ã·ãªãŒãºå¥ã«ãã£ãããšäžã€ãã€åŸæããŠãããšãçããããã¯ãã«åŸ®ç©ååŠãåŸæã§ããããã«ãªããŸãã
é¢çœããŠé£ããæãããããã¯ãã«åŸ®ç©ååŠããã®è¬åº§ãéããŠç°¡åã«ãªããŸãïŒ ð
ã·ãªãŒãº1 - 埮ååºç€çŸåšã®ã³ãŒã¹
å€å€æ°é¢æ°ã®åŸ®åãšç©åã«ã€ããŠæ°ã«ãªããŸãããïŒð
倧åŠã®åŸ®ç©å2ãŸãã¯ãã¯ãã«åŸ®ç©ååŠç§ç®ã¯é£ããã§ããïŒð
ãã®è¬åº§ãéããŠãã¯ãã«åŸ®ç©ååŠã®åŸ®åã®åºç€ã«ã€ããŠåŠã¶ããšãã§ããããã«ãªããŸãã
Q. ãã¯ãã«åŸ®ç©ååŠã·ãªãŒãº1ã§äœãåŠã³ãŸããïŒ
A.ãã®ã³ãŒã¹ã§ã¯ãå€å€æ°é¢æ°ïŒn-variables functionïŒããã¯ãã«é¢æ°ïŒvector-valued functionïŒãªã©ã®äžè¬çãªé¢æ°ã®åŸ®åãã©ã®ããã«å®çŸ©ãããããåŠã³ãŸãã
* 1å£å¡ãš2å£å¡ã®è¬åº§ç޹仿 åãäžåºŠèŠãŠã¿ããšãããå°ã詳现ãèŠãããšãã§ããŸãã
Q. 倧åŠã§åŠã¶åŸ®ç©å2ç§ç®ãé£ããæããããŸããâŠ
A.å©ããããªããªãã§ããããåŠæ ¡ã§ã¯è¬åº§ã®é£æåºŠã«æ¯ã¹ãŠäžããããè¬çŸ©ã®æéãè§ŠãããããåŠçã®ç«å Žã§ã¯åœç¶é£ããæãããããããããŸããããã®è¬åº§ã§ã¯ãååãªçè§£ãå©ããããã«è©³çްãªèª¬æãšå€ãã®åœ±è³æãã¢ãã¡ãŒã·ã§ã³è³æã远å ãããŠããŸãã
Q.éžæç§ç®ãå¿
èŠã§ããïŒ
A.ã·ãªãŒãº1ãèãã®ã«å¿
èŠãªéžæç¥èã¯ã埮ç©å1ç§ç®ã§åŠã¶åäžå€æ°é¢æ°ïŒone-variable functionïŒã«ã€ããŠã®åŸ®åã®ç¥èã§ããåºæ¬çã«å€é
åŒã察æ°é¢æ°ãäžè§é¢æ°ãªã©ã«å¯Ÿãã埮åã«ã€ããŠç¥ã£ãŠãããšä»®å®ããŠææ¥ãé²è¡ãããŸãã
ææ¥ãé²ãã«ã€ããåºæ¬çã«å¿
èŠãªéšåã«ã€ããŠèšåãäžåºŠãã€ããã®ã§ã埮ç©å1ã®å
容ãããèŠããŠããªããŠããŸãæ¢ããŠã¿ãŠå匷ããããšãã§ããŸãã
Q. ãªãã·ãªãŒãºã4ã€ã«åããŸãããïŒ
A.äžã€ã®ç§ç®ã§éããããšè¬åº§ã®éãå€å°å¢ããã¯ãã§ãããåè¬çã®ç«å Žã§ã¡ãããšèãããšã«ãªããçåããããŸããã 4ã€ã®ã·ãªãŒãºã«åããŠäžã€ãã€åŸæããŠãããããã«è¬åº§ãæ§æããã°ãããè¯ãã®ã§ã¯ãªãããšèããŠåããŸãããè¬åº§ãäœãç«å Žã§ãã·ãªãŒãºå¥ã«ã²ãšã€ãã€ãã£ããäœã£ãŠäžããããšãããå®æåºŠãé«ããªãããã§ãã
Q. è¬çŸ©è³æãè±èªã ã£ãã®ã«é£ãããªãã§ããããïŒ
A.æ°åŠçšèªã¯ç¿»èš³ããããããã®ãŸãŸåŠã¶ã®ãæçµçã«ãã£ãšåœ¹ã«ç«ã€ãšèããŠè±èªã§è¬çŸ©è³æãäœããŸãããããããææ¥ã¯éåœèªã§é²è¡ãããææ¥ãåããããã®è±èªã®é£æåºŠã¯äœãã®ã§å¿é
ããªãã§ãã ãããåŠæ ¡ã§åŸ®ç©å2ç§ç®ãè±èªææ¥ã§é²è¡ãé£ãããæããå Žåã§ãããã®è¬åº§ã圹ã«ç«ã€ãšæããŸãã
åŠç¿å¯Ÿè±¡ã¯
誰ã§ãããïŒ
æ°åŠã®åºç€ããã£ãããããæ¹
ãã¯ãã«åŸ®ç©ååŠã«åããŠæ¥ããæ¹
é«åºŠãªæ°åŠãæºåããåŠç
å·¥åŠã»ç§åŠåéã§æ°åŠããŒã«ã掻çšãããæ¹
6,440
åè¬ç
181
åè¬ã¬ãã¥ãŒ
387
åç
4.7
è¬åº§è©äŸ¡
7
è¬åº§
æ°ããããšãåŠã³ãæããããšã奜ãã§ãã
InflearnãéããŠãå€ãã®æ¹ã
ã®ã圹ã«ç«ãŠãã°å¹žãã§ãã
å°éåéïŒïŒå¥œããªåéïŒðšâð
åºèº«æ ¡
çµæŽ
ãªã³ã¯
å šäœ
16ä»¶ â (11æé 3å)
3. 1éšå¡ç޹ä»
03:14
å šäœ
26ä»¶
4.5
26ä»¶ã®åè¬ã¬ãã¥ãŒ
åè¬ã¬ãã¥ãŒ 1
â
å¹³åè©äŸ¡ 5.0
5
黿°é»åå·¥åŠç§ãå¿æãã髿 ¡çã§ããæ®æ®µãå€§åŠæ°åŠã«é¢å¿ãé«ãã£ãã®ã§ããããã®è¬åº§ãé 匵ãããšã§æåã®ãã¿ã³ãæãããã«ãªããŸãããæ¬ã«èšèŒãããŠãããã¹ãŠã®å å®¹ãæ¬åœã«çްå¿ã®æ³šæãæã£ãŠèŠªåã«èª¬æããŠããã ãããããã§æŠå¿µãäžã€ãæ¬ ãããã«è·³ããŠè¡ããŸãããé£ç¶ã埮åå¯èœæ§ã®ããã«ã髿 ¡åŸ®ç©åïŒäžå€åŸ®ç©åïŒãšéãªãéšåãå€ãã®ã§ããããã®ãããªããšãèŠãªãããç§ãèŠéããŠããæŠå¿µã埩ç¿ã§ããŸããããŸãã説æãããšãã«è¡åã®æŠå¿µããã䜿çšããŠããŸãããããããã§äžæ £ããªè¡åã®æŠå¿µã«ãæ £ããããšãã§ããŠããã£ãã§ããæ¬¡ã®ã·ãªãŒãºãåŒãç¶ãåè¬ããäºå®ã§ãã
ããããšãããããŸãã 髿 ¡çã®æ¹ããã§ã«ãããªè¬åº§ãâŠïŒæ ç±ã«ææããŸãã ç§ã®è¬åº§ãå°ãã§ã圹ã«ç«ã£ãããã§æ°æã¡ããã§ããã 倧åãªåè¬è©ããããšãããããŸããã ããããã䟿å©ãªè¬åº§ãäœããŸãïŒããããšã:)
åè¬ã¬ãã¥ãŒ 2
â
å¹³åè©äŸ¡ 5.0
5
åºç€ãããã£ãããšè©³ãã説æããŠããã ããç°¡åã«çè§£ã§ããããã§ãã
倧åãªåè¬è© ããããšãããããŸãã
åè¬ã¬ãã¥ãŒ 1
â
å¹³åè©äŸ¡ 5.0
5
髿 ¡æä»£ã«æç§ã ã£ãã®ã«ãã©ãããŠå·¥éãäº€å·®æ¯æŽãããã⊠埮ç©åããã€ã倧å€ã ã£ãã®ã§ãããã§ãšãŠã圹ã«ç«ã¡ãŸããã以åã¯æ°åŠã奜ãã ã£ãã®ã«ã幎ããšãã»ã©å«ã«ãªã£ããã§ããã©ïŒä»äºã«ãªã£ãŠãããå«ãã«ãªããŸãããïŒ èããªããçè§£ã§ããã®ã§äžãåŸæããæãã§ãïŒããŸãã«ãããåãè¬çŸ©ã§ããããã¹ãŠã®è¬çŸ©ããã¹ãŠçè§£ããããã§ã¯ãããŸããããã°ãã°å床èãå¿ èŠãããããã§ãããäžçææã ãããšãŠãå¿åŒ·ãã§ããïŒè¬çŸ©æ¬åœã«ããããšãããããŸãïŒ
äžç圹ç«ã€è¬åº§ã§ãããŸãããã«ïŒããããšãããããŸãïŒ
åè¬ã¬ãã¥ãŒ 21
â
å¹³åè©äŸ¡ 4.4
5
ã ã ã ç·åœ¢ä»£æ°åŠããããšæã£ãŠããŸãããããã®ææ¥ã¯ãã£ãšé¢çœãã§ããã
倧åãªåè¬è© ããããšãããããŸãã ãããããé¢çœãè¬åº§ãäœãããã«åªåããŸãã è¯ãäžæ¥ãéãããŠãã ãã:)
åè¬ã¬ãã¥ãŒ 3
â
å¹³åè©äŸ¡ 3.7
5
髿 ¡æ°åŠãé·ãããŠãã®è¬åº§ãèãããšã«ãªã£ãŠã¿ããšãäžåºŠèŠãŠçè§£ãããã«ã¯ã§ããŸããããããã§ãäžå¯§ã«ãã説æããŠã¿ããšãäžäººã§æ°åŠã«ææŠããããããã£ãšæ¥œããããããšãã§ããŠããã§ãããçŸåšã·ãªãŒãº3ãŸã§ãã£ãã®ã§ãããæ°ã¶æéã¯æ¥œããå匷ãããã§ããããããŠããã®ã·ãªãŒãºã宿ããåŸã次ã®è¬åº§ã楜ãã¿ã«ããŠããŸãã
æ¬åœã«ããããšãããããŸãïŒ ã©ãããã°å 容ãããŸãäŒããããšãã§ããã®ããããããæ©ãã§äœããŸãããã ããããããåè¬è©ãèŠããšããšãŠãå¬ãããŠãã£ãšäžçæžåœäœãããæ°ãããŸãã ä»ã¯ã·ãªãŒãº4ãäžçæžåœäœã£ãŠããŸãããæåŸã®ã·ãªãŒãºãŸã§è¯ãè¬åº§äœãããã«åªåããŸãã ãããããæ¬¡ã®è¬åº§ã¯æ¬ç©ã«ãªãå¯èœæ§ãé«ãã§ãã ããã§ã¯ããããã¿ã質åãæ¹åç¹ããã€ã§ããåãåãããã ããã 倧åãªåè¬è©ããäžåºŠããããšãããããŸããïŒ
ç¥èå ±æè ã®ä»ã®è¬åº§ãèŠãŠã¿ãŸãããïŒ
åãåéã®ä»ã®è¬åº§ãèŠãŠã¿ãŸãããïŒ
ï¿¥5,602