User contributions for Vipul
12 September 2008
- 19:1019:10, 12 September 2008 diff hist +586 Holomorphic function on open disk admits globally convergent power series No edit summary
- 19:0319:03, 12 September 2008 diff hist +363 Cauchy integral formula for constant functions No edit summary current
- 18:5318:53, 12 September 2008 diff hist +726 N Cauchy integral formula for constant functions New page: ==Statement== Suppose <math>c \in \mathbb{C}</math> is a complex number, and <math>U</math> is a domain in <math>\mathbb{C}</math>. Then, if <math>D</math> is a disk centered at <math>z_0...
- 18:4318:43, 12 September 2008 diff hist +935 Cauchy integral formula No edit summary current
- 17:5417:54, 12 September 2008 diff hist 0 Holomorphic function on open disk admits globally convergent power series No edit summary
- 16:3416:34, 12 September 2008 diff hist +1,380 Holomorphic function on open disk admits globally convergent power series No edit summary
- 16:2716:27, 12 September 2008 diff hist +48 Cauchy integral formula No edit summary
- 16:2216:22, 12 September 2008 diff hist +524 N Holomorphic function on open disk admits globally convergent power series New page: ==Statement== Suppose <math>U \subseteq \mathbb{C}</math> is an open disk with center <math>z_0</math> and radius <math>R > 0</math>. Suppose <math>f: U \to \mathbb{C}</math> is a [[h...
- 16:1216:12, 12 September 2008 diff hist −2 Holomorphic implies complex-analytic →Facts used current
- 16:1116:11, 12 September 2008 diff hist −92 Holomorphic implies complex-analytic No edit summary
- 16:0816:08, 12 September 2008 diff hist −902 Complex-analytic implies holomorphic No edit summary current
- 16:0616:06, 12 September 2008 diff hist +3,268 N Power series is infinitely differentiable in disk of convergence New page: ==Statement== Consider the fact about::power series about a point <math>z_0 \in \mathbb{C}</math> with coefficients <math>a_n \in \mathbb{C}</math>: <math>\sum a_n(z - z_0)^n</math> ... current
- 15:4115:41, 12 September 2008 diff hist 0 Radius of convergence No edit summary current
- 15:3915:39, 12 September 2008 diff hist +1,276 Radius of convergence No edit summary
11 September 2008
- 17:1917:19, 11 September 2008 diff hist +210 N MediaWiki:Sidebar New page: * SEARCH * navigation ** mainpage|mainpage-description ** recentchanges-url|recentchanges ** randompage-url|randompage ** helppage|help * credits ** http://www.4am.co.in|4AM (tech support)...
- 17:1417:14, 11 September 2008 diff hist +85 N MediaWiki:Sitenotice New page: 75px|right The Complex Analysis Wiki (pre-pre-alpha)
- 17:1317:13, 11 September 2008 diff hist 0 N File:Logo.jpg No edit summary current
25 May 2008
- 20:5620:56, 25 May 2008 diff hist +201 N Punctured plane New page: ==Definition== The '''punctured plane''' is the set of nonzero complex numbers, viewed as a subset of the plane. It is denoted as <math>\mathbb{C} \setminus 0</math>, or <math>\mathbb... current
- 20:4220:42, 25 May 2008 diff hist +96 N Book:Gamelin New page: <noinclude>{{book page}}</noinclude>''Complex Analysis'' by Theodore W. Gamelin, ISBN 0387950699 current
- 20:3920:39, 25 May 2008 diff hist +136 N Book:Remmert New page: <noinclude>{{book page}}</noinclude>''Theory of Complex Functions (Graduate Texts in Mathematics)'' by Reinhold Remmert, ISBN 0387971955 current
- 20:3220:32, 25 May 2008 diff hist +123 N Book:Lang New page: <noinclude>{{book page}}</noinclude>''Complex Analysis (Graduate Texts in Mathematics)'' by Serge Lang, ISBN 0387985921 current
- 20:3120:31, 25 May 2008 diff hist +160 Template:Quotation No edit summary current
- 20:3020:30, 25 May 2008 diff hist +566 N Template:Book page New page: {{quotation|''This is a book clip page. When referencing the book, transclude this page using Template:Booklink''<br>View a complete list of books<br>View all [[Spe... current
- 19:5619:56, 25 May 2008 diff hist +285 N Plane New page: ==Definition== The '''plane''', or '''Argand plane''', or '''plane of complex numbers''', is simply the whole plane comprising complex numbers <math>\mathbb{C}</math>. This is sometimes a... current
- 19:5519:55, 25 May 2008 diff hist +28 N Disk Redirecting to Open unit disk current
18 May 2008
- 19:2019:20, 18 May 2008 diff hist 0 m Category:Properties of functions at points 1 revision current
- 19:2019:20, 18 May 2008 diff hist 0 m Category:Basic facts in complex analysis 1 revision current
- 19:2019:20, 18 May 2008 diff hist 0 m Template:Quotation 1 revision
- 19:2019:20, 18 May 2008 diff hist 0 m Template:Particular simply connected domain 1 revision current
- 19:2019:20, 18 May 2008 diff hist 0 m Template:Particular entire function 3 revisions current
- 19:2019:20, 18 May 2008 diff hist 0 m Template:Further 1 revision current
- 19:1919:19, 18 May 2008 diff hist 0 m Template:Fillin 1 revision current
- 19:1919:19, 18 May 2008 diff hist 0 m Template:Definition equivalence 1 revision current
- 19:1919:19, 18 May 2008 diff hist 0 m Template:Conformal automorphism group computation 3 revisions current
- 19:1919:19, 18 May 2008 diff hist 0 m Template:Companal-derham fact 1 revision current
- 19:1919:19, 18 May 2008 diff hist 0 m Template:Basic fact 2 revisions current
- 19:1919:19, 18 May 2008 diff hist 0 m Template:At-point function property 3 revisions current
- 19:1919:19, 18 May 2008 diff hist 0 m Template:Application of 1 revision current
- 19:1919:19, 18 May 2008 diff hist 0 m Zero-homologous cycle 1 revision current
- 19:1919:19, 18 May 2008 diff hist 0 m Winding number version of Cauchy integral formula 5 revisions current
- 19:1919:19, 18 May 2008 diff hist 0 m Winding number of cycle around point 2 revisions current
- 19:1919:19, 18 May 2008 diff hist 0 m Weierstrass p-function 1 revision current
- 19:1919:19, 18 May 2008 diff hist 0 m Weierstrass's theorem 3 revisions current
- 19:1919:19, 18 May 2008 diff hist 0 m Upper half-plane 3 revisions current
- 19:1919:19, 18 May 2008 diff hist 0 m Uniqueness theorem 4 revisions current
- 19:1919:19, 18 May 2008 diff hist 0 m Uniform limit of holomorphic functions is holomorphic 4 revisions current
- 19:1919:19, 18 May 2008 diff hist 0 m Torus 1 revision current
- 19:1919:19, 18 May 2008 diff hist 0 m Summation representation 1 revision current
- 19:1919:19, 18 May 2008 diff hist 0 m Summation formula 1 revision current
- 19:1919:19, 18 May 2008 diff hist 0 m Strip 1 revision current