Mathematical methods for solving problems in linear partial differential equations: linear operators and adjoint problems, eigenfunction expansions, Fourier series, Sturm-Liouville problems, orthogonal functions and generalized Fourier series. Solutions via Green's functions. Complex variables for contour integrals and solutions via integral representations. Integral transforms: Fourier and Laplace transforms.

Textbook: Applied Partial Differential Equations (5th ed), by Richard Haberman, Prentice Hall (2013)

MWF 4:55-5:45 pm, Room 207 Hudson Hall

- Problem set #1
- Problem set #2
- Problem set #3
- Problem set #4
- Problem set #5
- Problem set #6
- Problem set #7
- Problem set #8
- Problem set #i
- Problem set #9
- Problem set #10

- Course outline/syllabus
- Review sheets
- (See resources folder in Sakai)

- Lecture notes
- (See resources folder in Sakai)
- Last lecture day: Friday December 7, 2018

- Tests
- Test 1: Monday, October 1st, in class

Old tests:- Math 211 Fall 2008 Test 1
- Math 211 Fall 2009 Test 1
- Math 211 Fall 2010 Test 1
- Math 211 Fall 2011 Test 1
- Math 551 Fall 2013 Test 1
- Math 551 Fall 2014 Test 1
- Math 551 Fall 2017 Test 1
- Math 551 Fall 2018 Test 1

- Test 2 -- Friday, November 9th, in class

Results: Avg 66. Distrib: 90s:2, 80s:7, 70s:3, 60s:5, 50s:2, less:7

Old tests:- Math 211 Fall 2008 Test 2
- Math 211 Fall 2009 Test 2
- Math 211 Fall 2010 Test 2
- Math 211 Fall 2011 Test 2
- Math 551 Fall 2013 Test 2
- Math 551 Fall 2014 Test 2
- Math 551 Fall 2017 Test 2
- Math 551 Fall 2018 Test 2

- Test 3 -- Monday, December 3rd, in class

Optional review session: Sunday, Dec 2nd, 2-4pm, Room 235 Physics

Results: Avg 77. Distrib: 90s:7, 80s:5, 70s:4, 60s:8, 50s:1 Old tests: -
# Final Exam, Friday December 14, 2018, 7:00-10:00 pm

- Test 1: Monday, October 1st, in class