## Math 551: Applied Partial Differential Equations and Complex Variables
(Fall 2017) [4049]

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)

#### Prerequisites

Background in linear algebra and ordinary differential equations:
[Math 221 and 356], or [Math 216 and 353], or equivalents.

#### Schedule

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

#### Instructor

Thomas Witelski, Professor, Dept of Math
####
Office hours

Mondays 10:00am-noon and Tuesdays noon-2:30pm,
Room 295 Physics Building,
or by email request
for an appointment for other times.

####
Problem sets

#### Course materials

- Course outline/syllabus

- Review sheets
- (See resources folder in Sakai)

- Lecture notes
- (See resources folder in Sakai)

- Tests

Problems accessing the sheets?
All materials are posted at the Duke
Sakai website (class members only) or
access locally from any *.duke.edu computers or
try
Duke OIT VPN (Start VPN @ portal.duke.edu).