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Department of Mathematics,
Department of Mathematics,
University of California San Diego
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Topology Seminar
Vladimir Baranovsky
UC Irvine
Quantization of line bundles
Abstract:
Let X be an algebraic symplectic variety, and assume that its structure sheaf admits a deformation quantization. A line bundle on a Lagrangian subvariety of X may be viewed as a module over the structure sheaf of X and we could ask weather the module structure admits a deformation quantization as well. We discuss some old and new results in this direction.
Host: Justin Roberts
March 5, 2015
12:00 PM
AP&M 5402
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