Title: Cyclic homology in Toric A Landau-Gizburg B Mirror symmetry.
Speaker: Kenji Fukaya
Date: Tuesday, April 15, 2014
Place: Seminar Room 313, Simons Center
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Slides for Reference. (GeometryFest Talk) [/box]
Abstract: Using Cyclic and Hochschild cohomology of filtered A infinity category, it is expected to include Hodge theoretical point of view to A model side of Homological mirror symmetry. I will explain how we can realize certain part of such program in the case of Toric manifold and its Lagrangian tori.