MATH 302  Complex Analysis II
Spring 2016
Why you should take this course!
Ali Sinan Sertöz
Faculty of Science, Department of Mathematics, Room: SA121
Office Hours: Tuesday 10:4012:00 or by
appointment
Text Books:
Bak & Newman, Complex
Analysis,
Third Edition, Springer, 2010.
(any other edition should do equally well.)
Schedule:
MON  10:4012:30  SBZ11 
THU  09:4010:40  SBZ11 
Exams and Grading:
By Yönetmelik Madde 4.7 here is our
FZ grade policy:
Failure to attend at least 50% of the
classes or averaging less than 40%
from the two midterms will result in an FZ grade.
Midterm 1  25% 
Thursday 10 March 2016 
08:4010:30 SBZ11 
Solutions 
Midterm 2 
25% 
Thursday 14 April 2016 
08:4010:30 SBZ11  Solutions 
Makeup 
Thursday 28 April 
17:3019:30 SAZ18 
Solutions  
Final  25%  Friday 13
May 2016 
15:3017:30
SAZ02 
Solutions 
Homework  20%  
Attendance 
5% 

Attendance is strongly encouraged. I will take attendance in class. See the grading policy above. 
Homework:
Homework  Due date  Solution 
Homework1  15 Feb 2016 Monday  Solutions 
Homework2  28 Mar 2016 Monday  Solutions 
Homework3 
11 April 2016 Monday 
Solutions 
Homework4  28 April 2016 Thursday  Solutions 
Syllabus:
Week 
Date 
Hours 
Subjects to be covered 
Chapter 
1  28 Jan  1

Review of fundamental results  
2 
14 Feb 
3 
Infinite sums via residues  11 
3  811 Feb  3  Further residue techniques  12 
4  1518 Feb 
3 
Conformal Mappings  13 
5  2225 Feb 
3 
Riemann mapping theorem  14 
6  29 Feb3 Mar 
3 
Miscellaneous problems 
1114 
7  710 Mar 
3 
Maximum modulus principle  15 
8  1417 Mar 
3 
Harmonic functions  16 
9  2124 Mar 
3 
Harmonic functions  16 
10  2831 Mar 
3 
Infinite products  17 
11  47 Apr  3 
Infinite products  17 
12  1114 Apr 
3 
Gamma function  18 
13  1821Apr 
3 
Zeta function  18 
14  2528 Apr 
3 
Zeta function 
18 
15  2 May 
2 
Prime number theorem  19 
The course will be graded according to the following catalogue:
[0,39]  F 
(39,44]  D 
(44,49]  D+ 
(49,53]  C 
(53,56]  C 
(56,59]  C+ 
(59,62]  B 
(62,65]  B 
(65,68]  B+ 
(68,71]  A 
(71,100]  A 
Old Exams:
You can refer to my all courses page.
Contact address is: