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


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.

About the speaker:

Xiang Tang is an associate professor at Washington University in St. Louis.