|
Lecturer |
Prof. Dr. Mete Soner |
Lectures |
Mo 10-12, HG G 5 Thu 13-15, HG G 5 |
Coordinator |
Beverly Lytle |
Assistants |
Maria Hempel, Robin Krom, Hiep Pham |
Exercises |
Mo 9-10 |
First lecture: 02/18/13
First exercise class: 02/25/13
Topics covered:
This course is on linear elliptic and parabolic partial differential equations. In particular we cover: existence and uniqueness of weak solutions to linear elliptic and parabolic equations, Sobolev spaces, their properties and embedding theorems, and regularity of the weak solutions.
The syllabus and a tentative schedule can be downloaded from here. Students are required to solve 60% of the exercises to take the oral exam. More information about the exercises can be found here.
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