De Rham cohomoloy is an invariant of manifolds obtained by
looking at solutions of differential equations. Nonetheless is
is an invariant of the underlying topological space. I will give
several points of view and also look into some applications
(hopefully also some applications to group theory).
Rhythmus | Tag | Uhrzeit | Format / Ort | Zeitraum |
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Studiengang/-angebot | Gültigkeit | Variante | Untergliederung | Status | Sem. | LP | |
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Bielefeld Graduate School in Theoretical Sciences / Promotion | |||||||
Mathematik / Promotion | Subject-specific qualification | 2 | aktive Teilnahme oder unbenotete Einzelleistung |