Mimar Sinan Fine Arts University Mathematics Department Seminars

Brauer indecomposability of Scott modules for constrained fusion systems
İpek Tuvay
MSGSÜ, Turkey
Özet : The Brauer indecomposability of p-permutation modules is important for obtaining categorical equivalences between p-blocks of finite groups. Letting k be an algebraically closed field of characteristic p, P a finite p-group and F a constrained fusion system defined on P, we prove that the Scott kG-module with vertex P is Brauer indecomposable where G is the finite group realizing F which is constructed by Park. This is a joint work with Shigeo Koshitani.
  Tarih : 02.03.2017
  Saat : 15:00
  Yer : Seminar room, Bomonti Campus
  Dil : English
    Yazdır