COMPLEX ANALYSIS

Name: COMPLEX ANALYSIS
Availability: OutOfStock
Rating: 4.5 (276 reviews)

MATH 722

Course Description

The basic theory of functions of one complex variable including Cauchy formula, singularities and residues, meromorphic functions, conformal mappings, harmonic functions, approximation and the nonhomogeneous d-bar equation. Requires knowledge of undergraduate analysis (e.g. the sequenceMATH 521and522).

Prerequisites

Graduate/professional standing or member of the Pre-Masters Mathematics (Visiting International) Program

Satisfies

This course does not satisfy any prerequisites.

Credits

Not Reported

Offered

Not Reported

Grade Point Average

3.53

-2.34% from Historical

Completion Rate

100%

1.85% from Historical

A Rate

62.5%

-0.86% from Historical

Class Size

-1.45% from Historical

Cumulative Grade Distribution

Instructors (2026 Summr)

Sorted by ratings from Rate My Professors

Similar Courses

COMPLEX ANALYSIS

MATH 623

Elementary functions of a complex variable; conformal mapping; complex integrals; the calculus of residues.

ADVANCED TOPICS IN COMPLEX ANALYSIS

MATH 823

Several complex variables. Basic several complex variables or more special topics.

SEMINAR IN ANALYSIS

MATH 921

Selected topics in Analysis.

A FIRST COURSE IN REAL ANALYSIS

MATH 721

Real analysis concentrating on measures, integration, and differentiation and including an introduction to Hilbert spaces. Knowledge of undergraduate analysis (e.g. the sequenceMATH 521and522) is strongly recommended.

FOURIER ANALYSIS

MATH 827

Introduction to Fourier analysis in Euclidean spaces and related topics that may include singular and oscillatory integrals and trigonometric series.