Math 185 - Section 2 - Introduction to Complex Analysis

Instructor: David Cimasoni
Lectures: TuTh 3:30-5:00pm, Room 141 Giannini
Course Control Number: 54826
Office: 749 Evans
Office Hours: W 10:00am-12:00pm, Th 11:00am-12:00pm
Prerequisites: Math 104
Required Text: Freitag and Busam, Complex Analysis, Springer
Syllabus: We shall cover the first three chapters of the textbook, without following it too closely. They include: complex numbers, complex derivation, the Cauchy-Riemann equations, analytic functions, complex line integrals, the Cauchy integral theorem, the Cauchy integral formula, the fundamental theorem of algebra, the maximum principal, power series, singularities, Laurent decomposition, the residue theorem and its applications.
Grading: 20% homework, 20% each midterm, 40% final
GSI: Arturo Prat-Waldron. He holds office hours in 891 Evans, M 9:00am-10:00am, M 11:00am-3:00pm, and Tu 9:00am-2:00pm.
Reader: Aaron Greicius, 834 Evans

Homework:
Homework week 2, due January 30. Solution
Homework week 3, due February 6. Solution
Homework week 4, due February 8. Solution
Homework week 5, due February 20. Solution
Homework week 6, due February 27. Solution
Homework week 7, due March 6. Solution
Homework week 8, due March 13. Solution
Homework week 9, due March 22. Solution
Homework week 10, due April 3. Solution
Homework week 11, due April 10. Solution
Homework week 12, due April 17. Solution
Homework week 13, due April 24. Solution
Homework week 14, due May 1. Solution

Exams:
First midterm, February 13. Solution
Second midterm, March 20. Solution
Final, May 18. Solution

Enjoy your holidays !