Elliptic Methods and Moduli Spaces (Morlet Chair – François Lalonde)
School
CIRM, Luminy, Marseille
https://www.chairejeanmorlet.com/1257.html
Date(s) : 21/09/2015 - 25/09/2015 iCal
0h00
CIRM – Jean-Morlet Chair
François Lalonde & Andrei Teleman
Moduli Spaces in Symplectic Topology and Gauge Theory
Espaces de modules en topologie symplectique et théorie de Jauge
DESCRIPTION Nowadays, most of Symplectic topology and Gauge theory are based on a very diverse and profound set of Floer theories, which are themselves derived from a rich and complex corpus of moduli spaces. Here is a short list of these theories, that have all followed the Floer theory, but in contexts that are far more general or in contexts that seem a priori radically different: |
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SCIENTIFIC & ORGANIZING COMMITTEE
SPEAKERS
Lagrangian Floer Cohomology in Families
Lagrangian Topology and Cobordisms
Structure and Applications of Symplectic Homology
Persistence Modules and Hamiltonian Diffeomorphisms
Topology of Random Nodal Sets |
Catégories Pas de Catégories