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洪久族 教授:A combinatorial study of affine Schubert varieties in affine Grassmannian

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Academy of Mathematics and Systems Science, CAS
Colloquia & Seminars

Speaker: 洪久族 教授,university of North Carolina at Chapel Hill
Inviter:
Title:
A combinatorial study of affine Schubert varieties in affine Grassmannian
Time & Venue:
2019.7.5 16:00-17:00 N702
Abstract:
We study the combinatorial properties of affine Schubert varieties, the closure of the orbits of the Iwahori subgroup I in affine Grassmannian Gr of a simple algebraic group G of adjoint type. In this talk, I will explain a simple algorithm which describes all I-orbits in an affine Schubert variety in terms of coweights. I will explain the behavior of the closure relations of I-orbits in each chamber of the coweight lattice, and the behavior after crossing the walls of chambers. I will also explain a combinatorial duality between affine Schubert varieties in Gr and level one affine Demazure modules of the Kac-Moody algebra with the Dynkin diagram dual to the extended Dynkin diagram of G. This talk will be based on the joint work with Marc Besson.

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