MATH 4020

Analytic Function Theory

Lec 01 selected

Topics include: review of analytic complex functions including topological properties of the plane, Mobius mappings, exponential, logarithmic, trigonometric and related functions, integration and the Cauchy theorem. Cauchy's integral formula, residues, harmonic functions, analytic continuation, entire and meromorphic functions, some results of conformal mapping, including the Riemann mapping theorem.

Sections

Lecture

From the syllabus

From the Winter 2025 syllabus by Gisel Mattar Marriaga. Winter 2027 is taught by Fraser A., so details may differ. Open the PDF

Grading

40%Homework assignmentsRoughly bi-weekly
25%MidtermTentatively February 13
35%Final exam

Textbook

  • Complex Analysis, T. Gamelin

Course rules

Late work
Contact the instructor with a legitimate excuse; later submissions or substitutions may be arranged.
Homework extensions
Use the Student Declaration of Absence form to request extensions; it may be used as often as needed.
Missed midterm
With a valid excuse, students may take the test on a later date.
Resubmissions
Students may resubmit work to improve their grade, up to two times per assessment.

Have a more recent syllabus for MATH 4020? Sign in to share it