This course will mainly deal with linear partial differential equations (PDE), and will build in particular on the material of the course Partial Differential Equations I as taught in the summer semesters of 2011, 2013, 2015, 2017 and 2019. The content is a selection of the following:
Weak solutions; existence, regularity, eigenvalues and eigenfunctions
Theory of linear elliptic partial differential equations.
Classical solutions; Schauder theory.
Maximum and comparison principles.
De Giorgi – Nash theorem
Leray-Schauder theory; existence and regularity of solutions.
Prerequisites: Partial Differential Equations I
A3/ 024 Seminarraum
12.02.2020 10:00 - 16:00
A6/SR 007/008 Seminarraum
wöchentlich, ab 16.10.2019, 10:00 - 14:00 (15 Termine)