 |
| Detailed information |
| Original study plan |
Master's programme Mathematics for Natural Sciences 2012W |
| Objectives |
Mastering the basic techniques of
Spectraltheory in Hilbert space,
of the Theory of Distributions
with applications to PDE.
|
| Subject |
Spectraltheory for compact Operators,
Diffusion Semigroups, Weyl Theory of
Elliptic operators, tempered Distributions
and Fourier Transforms Hermite expansions.
|
| Criteria for evaluation |
Exam
|
| Methods |
Real-, complex-, and
Functionalanalysis
|
| Language |
German |
| Study material |
Naoki Saito: Laplacian Eigenfunctions: Theory, Applications and Computations
http://www.math.ucdavis.edu/~saito/lapeig/
Reed-Simon, Methods of Mathematical Physics, Bd 1,
(Functional Analysis)
J. Cigler, Skriptum Distributionentheorie
|
| Changing subject? |
No |
|
