Difference between revisions of "Math 532: Complex Analysis"

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(Prerequisite)
(Description)
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=== Description ===
 
=== Description ===
Introduction to theory of complex analysis at beginning graduate level. Topics: Cauchy integral equations, Riemann surfaces, Picard's theorem, etc.
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A second course in complex analysis including the theory of infinite products, gamma and zeta functions, elliptic functions and the Riemann mapping theorem.
  
 
== Desired Learning Outcomes ==
 
== Desired Learning Outcomes ==

Revision as of 10:47, 25 May 2010

Catalog Information

Title

Complex Analysis.

Credit Hours

3

Prerequisite

Math 352 or instructor`s consent.

Description

A second course in complex analysis including the theory of infinite products, gamma and zeta functions, elliptic functions and the Riemann mapping theorem.

Desired Learning Outcomes

Prerequisites

Minimal learning outcomes

Additional topics

Courses for which this course is prerequisite