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RTG Number Theory: Theta correspondence, Hecke algebra and Springer correspondence

Jialiang Zou
Tuesday, November 21, 2023
2:30-3:45 PM
4096 East Hall Map
Abstract: In this talk, we consider the finite field theta correspondence between principle series. Joint with Jiajun Ma and Congling Qiu, we explicitly describe this correspondence by analyzing the relevant Hecke algebra bimodules and applying a deformation argument. Joint with Jiajun Ma and Congling Qiu, Zhiwei Yun, we geometrized the whole picture. Consequently, we obtained a relation between the Springer correspondence and theta correspondence.
Building: East Hall
Event Type: Workshop / Seminar
Tags: Mathematics
Source: Happening @ Michigan from RTG Seminar on Number Theory - Department of Mathematics, Department of Mathematics