Spring 2013 Course Syllabus:
Math 745
Course Title: |
Mathematical Analysis II |
Textbook: |
Mathematical
Analysis, 2nd ed. by Tom Apostol |
Prerequisites: |
Math 645
or permission |
Exams: There will be two mid-term examinations during the
semester The final
exam will be scheduled by the university.
Grading: The two midterm exams will count 25% each, the
final will be 35% and homework will be 15%.
Topics:
Sequence of Functions
(9.1-9.13) covered in January and February
Measure Theory and Lebesgue
Integration
(Chapter 10 and Handouts)
covered in February, March and early April
Fourier Series and Fourier
Integrals (Chapter 11) covered in April.
IMPORTANT
DATES |
|
FIRST
DAY OF SEMESTER |
January
22 |
Exam
I |
March
1 |
LAST
DAY TO WITHDRAW |
March
26 |
Exam
II |
April
12 |
LAST
DAY OF CLASSES |
May
7 (Friday schedule) |
FINAL
EXAM PERIOD |
May
9-15 |
Grading Policy
Assignment Weighting |
|
Tentative Grading Scale |
||
Homework/Projects |
15 % |
|
A |
90 -- 100 |
|
|
|
B+ |
85 -- 89 |
|
|
|
B |
75 -- 84 |
Midterm Exam I |
25 % |
|
C+ |
70 – 74 |
Midterm Exam I |
25 % |
|
C |
60 -- 69 |
|
|
|
D |
50 -- 59 |
Final Exam |
35 % |
|
F |
0 -- 49 |
Course Policies (optional)
Important
Departmental and University Policies
Prepared by Prof. Yassine Boubendir,