Similarities Between Representation Theories of Finite Groups in Positive Characteristic and Algebraic Supergroups

Overview

Explore a 42-minute conference talk from the Canada-Mexico-US Conference on Representation Theory, Noncommutative Algebra, and Categorification, delivered by Vera Serganova. Delve into the fascinating parallels between modular representation theory of finite groups and representations of algebraic supergroups with reductive even parts. Discover the concept of Sylow subgroups in the supercase and learn about the Green correspondence for certain supergroups. Gain insights into how results from finite group theory can be extended to the realm of supergroups, expanding your understanding of advanced mathematical concepts in representation theory.

Syllabus

Vera Serganova: Similarities between representation theories of finite groups in positive characteri

Taught by

Centre de recherches mathématiques - CRM

Reviews

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