|Date: Tuesday, October 12, 2021
Location: 2866 East Hall (3:00 PM to 4:00 PM)
Title: Equivariant Commutative Algebra
Abstract: Let a group G act on a ring R. How can we leverage the presence of this symmetry in R to study the ideals of R (and more generally, R-modules)? We introduce some basic definitions and examples that provide a quick overview of Equivariant Commutative algebra.
Speaker: Karthik Ganapathy