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Fall 2014/ Spring 2015

Algebra and Logic Seminar

On Friday, October 3, at 4:00 p.m. in SE 215,

Michael Epstein

will speak about

Covering Small Alternating Groups with Proper Subgroups

Abstract:  Any group with a finite noncyclic homomorphic image is a finite union of proper subgroups. For such a group G, we define the covering number of G to be the least positive integer m such that G is a union of m proper subgroups. The aim of this talk is to present some recent results on the determination of the covering numbers of the alternating groups of degrees nine and eleven.

All are welcome!

Last modified:  by Markus Schmidmeier