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Global and local Weyl modules form an important class of representations of the current algebra of simple Lie algebra. Fourier and Littelmann showed that in a simply laced case local Weyl module is isomorphic to the affine Demazure module of level 1.
I plan to describe the construction and properties of the global version of Demazure modules of arbitrary level, which generalize global Weyl modules.
The seminar page: https://crei.skoltech.ru/cas/calendar/sem-wed/
We are happy to see you at the seminar