|General Information||HW Assignments||Canvas Page|
|Textbook and Syllabus||Scheduled Lectures||Instructors|
|Honor Principle||Special Considerations|
|Textbook and Syllabus|
This course is represents my personal journey of first learning and then teaching basic complex analysis for complex-valued functions of a single complex variable. This prompted me to start writing the book "I wish I had had when I started teaching the subject". We will be using a very preliminary version of that book, cleverly called My Complex Analysis Course. You should download a copy from our canvas page. (If you do not have access to our canvas page, but still wish to participate in the course, you can email me for a copy with the understanding that you will not share the text outside of this course.)
I have placed some of the standard texts on reserve such as Rudin's Real and Complex Analysis, Ahlfors's Complex Analysis, and Functions of one complex variable by Conway. We will refer to Advanced Calculus by Folland for what we are pretending we know about multivariable calculus. If we choose to prove the Picard Theorems, then we will follow Complex Analysis: the Geometric Viewpoint by Krantz.
|MWF 2:10-3:15 |
(x-hour) Th 1:20-2:10
|Professor Dana P. Williams|
|Office: 305 Kemeny Hall|
|Office Hours: here|
|Contact via firstname.lastname@example.org.|
There will be no exams.
There will be written homework assignments every week or two.
Your grade will be based on the homework.
|The Honor Principle|
Collaboration on homework is permitted and encouraged, but obviously it is a violation of the honor code for someone to provide the answers for you. You are expected to write up your own solutions and acknowledge any help you received.
Dana P. Williams
Last updated March 25, 2022 09:51:44 EDT