Categorification of DAHA and Macdonald polynomials

開催日時
2021/07/01 木 10:30 - 12:00
講演者
加藤周
講演者所属
京大・理
概要

We exhibit a categorification of the double affine Hecke
algebra (DAHA) associated with an untwisted affine root system (except
for type $G$) and its polynomial representation by using the (derived)
module category of some Lie superalgebras associated to the root
system. This particularly yields a categorification of symmetric
Macdonald polynomials. This is a joint work with Anton Khoroshkin and
Ievgen Makedonskyi.

これはzoomセミナーです
Zoom URL: https://kyoto-u-edu.zoom.us/j/83302445051
passcode: The order of the Weyl group of type $E_7$