Title: Introduction to PDE

Description: Introduction to basic types of partial differential equations and techniques for studying them. First order equations; The Cauchy problem and the Cauchy-Kovalevskaya Theorem; Laplace, heat, and wave operators; Sobolev and Holder spaces; second order linear elliptic equations: weak solutions, existence and regularity theory; L^p and Schauder estimates; de Giorgi-Nash-Moser theory; introduction to nonlinear equations
Offered: Fall

Prerequisite: MAT 531, MAT 536

Credits: 3

Graduate Bulletin Course Information

Course Webpages: