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N. N

Professor Matthias Schwarz (Universität Leipzig): Floer Homology as an Infinite-Dimensional.....

Wednesday, 16.05.2012 16:30 im Raum M4

Mathematik und Informatik

"Floer Homology as an Infinite-Dimensional Homology Theory" Abstract: Floer Homology, originally developed as a tool to prove the Arnold conjecture on closed symplectic manifolds, has been extended to an important invariant in symplectic topology. Here, we present its features as an infinite-dimensional homology theory.



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