Math 6221 - Complex Analysis I - Fall 2017




Lecture: MWF 12:40 - 13:35 at MW154. Office hours: Tu,Th 10:00am-11:30am, W 2:00-3:00pm or by apt. at MW 710.

Description:

This is the first part of a two sequence complex variables course. This semester focuses on the basic properties of holomorphic functions such as the Cauchy and residue theorems, the classification of singularities, harmonic functions, Riemann mapping theorem, maximum principle, conformal mappings, analytic continuation. We will put emphasis on rigour, generalisation and abstraction, and connections with other parts of mathematics.

Grading:

We will have homework assignments and one final exam.

Textbook:

The main text we use for this course is Ahlfors. We will also use Stein-Shakarchi and Conway as supplementary texts.

Homeworks:


Homework 1 (due on Friday September 1st).

Homework 2 (due on Friday September 15).

Homework 3 (due on Friday September 29).







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Disability Services Statement:
Students with disabilities that have been certified by Student Life Disabilities Services (SLDS) will be appropriately accommodated and should inform the instructor as soon as possible of their needs. SLDS contact information: slds@osu.edu; 614-292-3307; 098 Baker Hall, 113 W. 12th Avenue.


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