mat536 - Global Analysis (Complete module description)
Module label | Global Analysis |
Modulkürzel | mat536 |
Credit points | 9.0 KP |
Workload | 270 h |
Institute directory | Department of Mathematics |
Verwendbarkeit des Moduls |
|
Zuständige Personen |
|
Prerequisites | |
Skills to be acquired in this module |
|
Module contents | Vertiefende Themen der Globalen Analysis, z.B. Indextheorie, charakteristische Klassen, Dirac-Operatoren, Morse-Theorie |
Literaturempfehlungen | R. Bott, L.W. Tu: Differential Forms in Algebraic Topology H.B. Lawson, M.-L. Michelsohn: Spin Geometry, Princeton Univ. Press N. Berline, E. Getzler, M. Vergne: Heat Kernels and Dirac Operators, Springer |
Links | |
Languages of instruction | German, English |
Duration (semesters) | 1 Semester |
Module frequency | unregelmäßig |
Module capacity | unlimited |
Reference text | Studienschwerpunkt: A |
Lehrveranstaltungsform | Comment | SWS | Frequency | Workload of compulsory attendance |
---|---|---|---|---|
Lecture | 4 | -- | 56 | |
Exercises | 2 | -- | 28 | |
Präsenzzeit Modul insgesamt | 84 h |
Examination | Prüfungszeiten | Type of examination |
---|---|---|
Final exam of module | KL |