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# Seth Baldwin : Positivity in T-equivariant K-theory of flag varieties associated to Kac-Moody groups

The cohomology rings of flag varieties have long been known to exhibit positivity properties. One such property is that the structure constants of the Schubert basis with respect to the cup product are non-negative. Brion (2002) and Anderson-Griffeth-Miller (2011) have shown that positivity extends to K-theory and T-equivariant K-theory, respectively. In this talk I will discuss recent work (joint with Shrawan Kumar) which generalizes these results to the case of Kac-Moody groups.

**Category**: Algebraic Geometry**Duration**: 01:34:47**Date**: March 31, 2017 at 3:10 PM**Views**: 121-
**Tags:**seminar, Algebraic Geometry Seminar

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