An Analytic Grothendieck Riemann Roch Theorem
Xiang Tang (Washington University in St. Louis)
14:00 pm to 15:00 am, May 22nd, 2014 Science Building A1510
Abstract:
In this talk, we will introduce an extension of the Boutet de Monvel Toeplitz index theorem to complex manifold with isolated singularities following the relative $K$-homology theory of Baum, Douglas, and Taylor for manifold with boundary. As an application, we will use this index theorem to study the Arveson-Douglas conjecture.
This is joint work with R. Douglas and G. Yu.
This is joint work with R. Douglas and G. Yu.
About the speaker:
Xiang Tang is an associate professor at Washington University in St. Louis.
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