Date
Fri, 18 Aug 2023
Time
12:00 - 13:00
Location
C4
Speaker
Jialin Wang
Organisation
Nanyang Technological University
Fix a finite group G and an algebraically closed field F of characteristic p. For an FG-module M, the complexity of M is the rate of growth of a minimal projective resolution of M. The rank varieties introduced by Carlson are used as a tool to determine complexities in a more computational way. In this talk, I will introduce some basic properties of rank varieties and complexities and then review some known results on complexities of modules for symmetric groups.
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