|
SEARCH OUR SITE:
|
University/College > Complex Analysis > The Cauchy Goursat Theorem
|
Author: Added by Kikwai
We say a simple closed contour is positively oriented if when traversing the
curve the interior always lies to the left. For example, a circle oriented in the
counterclockwise direction is positively oriented.
The following theorem was originally proved by Cauchy and later extended
by Goursat.
File Download Link:
Check On Link Below
Url Link: http://math.furman.edu/~dcs/courses/math39/lectures/lecture-28.pdf
Added on: 22/09/2009
Hits: 246 Hits
|
Share this with your friends on other networks :
|
|
