MATH 440/508:

Complex Analysis


Syllabus, Assignments, and Exams

This course offers a first year graduate complex analysis. In the first part of the course we will start with a review of the Residue Calculus and then cover subjects such as Winding numbers, the Argument principle, Harmonic functions and Poisson Formula, and Conformal mappings. In the second part of the course we will continue with some geometric function theory and cover 
Representation of functions by integrals, Series and products, and Analytic continuation along the curves. In the final part of the course, time permitting, we will also cover a subset of the following topics: Compact families of meromorphic functions, Approximation theorems, Special functions and Prime number theorem.

08/30/2012 - Website Created.


Prof. Mahta Khosravi

Office Hours

Mondays and Wednesdays  2:30pm - 3:30pm (MATH 219)
(or by appointment).

Time and Location:

MWF 11:00am - 12:00pm (Math 105)

MATH 300 and a score of 68% or higher in MATH 320.


“Complex Analysis” by S. Lange. Chapters VI-XIV

Homework and Exams:

Homework problems will be posted regularly on the course website.
In addition, there will be a takehome midterm and a takehome final. You total score will be a weighted average of your homework, midterm and final scores, with the breakdown as follows:

50% on the Homework
20% on Projects
30% on the Final Exam

This page last modified Sun Jan 4 11:30pm 2009