Can I read Fixed Point Conditions in Group Actions on EtoBox?

Fixed Point Conditions in Group Actions by arta6pay is a document available to read on EtoBox.

What is Fixed Point Conditions in Group Actions about?

This document discusses fixed point conditions for non-coprime actions of finite groups, specifically focusing on cases where a group J acts on a group N via automorphisms. It establishes that if N is abelian or nilpotent and certain conditions regarding Sylow p-subgroups of J are met, then J will fix a point in the action on a non-empty set. The results extend previous findings and utilize concepts from group cohomology to provide new proofs and theorems.

Author

arta6pay

Language

EN