User contributions
From Beloveds
- 04:05, 30 November 2022 diff hist +2,021 N 보어-몰러럽 정리|로그 볼록인 팩토리얼의 확장, 즉 감마 함수는 유일하다. Created page with "$\mathrm{Re}\ s>0$일 때 factorial의 가장 흔한 확장은 다음과 같다: : $\displaystyle \Gamma(s)=(s-1)!=\int_0^1(-\ln t)^{s-1}\ dt =\int_0^\infty t^{s-1} e^{-t} dt$..."
- 03:57, 30 November 2022 diff hist +74 리만 재배열 정리|실수열을 조작하여 조건 수렴 급수를 어떤 수로든 수렴하게 할 수 있다.
- 03:55, 30 November 2022 diff hist -2 리만 재배열 정리|실수열을 조작하여 조건 수렴 급수를 어떤 수로든 수렴하게 할 수 있다.
- 03:55, 30 November 2022 diff hist +3,298 N 리만 재배열 정리|실수열을 조작하여 조건 수렴 급수를 어떤 수로든 수렴하게 할 수 있다. Created page with "전단사 함수 $f:\N\to \N$를 잡아서 수열 $a_n$을 새로운 수열 $a_{f(n)}$으로 만드는 것을 rearrangement(재배열)라고 한다. 수열 $a_n$의 급수가..."
- 02:25, 30 November 2022 diff hist 0 m $e$는 무리수이다. Beloveds moved page $e$는 무리수이다. to $e$는 무리수이다. without leaving a redirect
- 02:25, 30 November 2022 diff hist +26 $e$는 무리수이다.
- 02:25, 30 November 2022 diff hist -2 $e$는 무리수이다.
- 02:24, 30 November 2022 diff hist +899 N $e$는 무리수이다. Created page with "$e$는 여러 정의를 가진다: * $\displaystyle \log_e x=\int_1^x\frac{du}{u}$ * $\displaystyle e=\lim_{n\to\infty}\left(1+\frac{1}{n}\right)^n$ * $\displaystyle e=\sum_{k..."
- 02:23, 30 November 2022 diff hist -1 다변수 함수의 미분
- 02:23, 30 November 2022 diff hist +49 다변수 함수의 미분
- 02:12, 30 November 2022 diff hist +268 다변수 함수의 미분
- 01:53, 30 November 2022 diff hist +5 다변수 함수의 미분
- 01:50, 30 November 2022 diff hist +27 다변수 함수의 미분
- 01:43, 30 November 2022 diff hist +590 다변수 함수의 미분
- 01:04, 30 November 2022 diff hist +1,867 다변수 함수의 미분
- 16:13, 29 November 2022 diff hist +26 다변수 함수의 미분
- 16:13, 29 November 2022 diff hist +1,171 N 다변수 함수의 미분 Created page with "실수 범위에서 다변수 함수란 $f:\R^n\to \R$의 정의역을 일부 사용하는 함수이다. 특히 $f:\R^2\to \R$은 삼차원 좌표에서 도형을 표현하는..."
- 14:11, 29 November 2022 diff hist 0 헤세 행렬과 헤세 판정법|이계 도함수로 극대점, 극소점, 안장점을 판별할 수 있다.
- 14:05, 29 November 2022 diff hist +439 헤세 행렬과 헤세 판정법|이계 도함수로 극대점, 극소점, 안장점을 판별할 수 있다.
- 12:39, 29 November 2022 diff hist +932 헤세 행렬과 헤세 판정법|이계 도함수로 극대점, 극소점, 안장점을 판별할 수 있다.
- 09:37, 29 November 2022 diff hist +2,434 N 헤세 행렬과 헤세 판정법|이계 도함수로 극대점, 극소점, 안장점을 판별할 수 있다. Created page with "두 번 미분한 것이 연속인 일변수 함수 $f$에 대해서 극대, 극소점을 판별하는 방법은 다음과 같다: : $f'(a)=0$이고 $f''(a)>0$이면 $x=a$에..."
- 07:14, 29 November 2022 diff hist 0 Sidebar current
- 07:13, 29 November 2022 diff hist 0 Sidebar
- 07:13, 29 November 2022 diff hist +5 Main
- 07:09, 29 November 2022 diff hist 0 Sidebar
- 06:53, 29 November 2022 diff hist 0 Sidebar
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- 06:49, 29 November 2022 diff hist 0 Sidebar
- 06:48, 29 November 2022 diff hist 0 Sidebar
- 06:45, 29 November 2022 diff hist +41 Sidebar
- 06:36, 29 November 2022 diff hist +2 Sidebar
- 06:30, 29 November 2022 diff hist -2 Sidebar
- 06:17, 29 November 2022 diff hist +2 Sidebar
- 06:12, 29 November 2022 diff hist -2 Sidebar
- 05:49, 29 November 2022 diff hist -1 Sidebar
- 05:43, 29 November 2022 diff hist +3 Sidebar
- 05:37, 29 November 2022 diff hist +332 N Sidebar Created page with "* navigation ** Special:AllPages|allpages ** Special:NewFiles|listfiles ** recentchanges-url|recentchanges * Categories ** {{Cat|Sciences|Science}} ** {{Cat|Mathematics|Mathem..."
- 03:36, 29 November 2022 diff hist -5 Main
- 03:35, 29 November 2022 diff hist -91 Main
- 03:11, 29 November 2022 diff hist 0 Cat current
- 03:05, 29 November 2022 diff hist +96 Main
- 02:59, 29 November 2022 diff hist +50 Main
- 12:54, 28 November 2022 diff hist -3 Cat
- 12:52, 28 November 2022 diff hist +59 N Cat Created page with "** Category:{{{1}}}|* {{{1}}} ({{PAGESINCATEGORY:{{{1}}}}})"
- 12:38, 28 November 2022 diff hist -6 Main
- 11:43, 18 November 2022 diff hist +251 N Main Created page with "* Number of Pages: {{NUMBEROFPAGES}} * Number of Files: {{NUMBEROFFILES}} [https://twitter.com/istiLibrary ististyle] == Pages == {{Special:AllPages}} == Props & Theorems =..."
- 17:01, 14 April 2022 diff hist +27 N Fish.png File uploaded with MsUpload current
- 05:40, 20 March 2022 diff hist 0 Mainpage current
- 05:33, 20 March 2022 diff hist +4 N Mainpage Created page with "Main"
- 15:47, 15 January 2022 diff hist +423 N Spam-whitelist Created page with " #<!-- leave this line exactly as it is --> <pre> # External URLs matching this list will *not* be blocked even if they would # have been blocked by blacklist entries. # # Syn..." current