Wednesday, September 25 |
Geometry and Topology
Time: 15:30
Speaker: Apurva Nakade (Western) Title: "Manifold Calculus and Gromov's h-principle" Room: MC 107 Abstract: Embedding calculus is a homotopy theoretic technique for studying embedding spaces of manifolds. I will explain the general theory of embedding calculus and how the analytic approximation of the Lagrangian embeddings functor is the Totally Real embeddings functor, using Gromov's $h$-principle. Most of my talk will be homotopy theoretic and accessible to graduate students. |
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the University of Western Ontario
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