Title: The extended Brauer quotient of $N$-interior $G$-algebras


Authors: Tiberiu Coconet and C.C. Todea;   

Abstract: 

We generalize the extended Brauer quotient defined by L. Puig and Y. Zhou in \cite[Section 3]{PuZh} to 
the case of $N$-interior $G$-algebras, where $N$ is a normal subgroup of a
finite group $G$. We use this extended Brauer quotient on
permutation algebras  to establish some correspondences that
generalize known results that hold in the group algebra case.

Status: published/2013.