|Date: Tuesday, September 27, 2011
Title: Geometry/Topology RTG Lecture: Toward a proof of homological Mirror symmetry
Abstract: Homological mirror symmetry is a conjecture
by Kontsevich which predicts an equivalence of
categories obtained from symplectic and complex manifolds.
In this talk I start with explaining this conjecture and
then survey several of ideas and attempt to
rigorously prove this conjectures.
Speaker: Kenji Ã‚Â Fukaya
Institution: Kyoto University