Boğaziçi University Mathematics Colloquium

Groups of Automorphisms with TNI-centralizers
İsmail Güloğlu
Doğuş University, Turkey
Özet : A subgroup $H$ of a finite group $G$ is called a TNI-subgroup if $N_G(H)\cap H^g = 1$ for any $g \in G-N_G(H)$. I will present a recent result obtained in a joint research with Dr. Ercan concerning the structure of a finite group $G$ which has a subgroup $A$ of automorphisms of $G$ acting on $G$ in such a way that the centralizer of $A$ in $G$ is a TNI-subgroup of $G$. This generalizes some of the research about the groups admitting a fixed-point-free group of automorphisms.
  Tarih : 22.03.2017
  Saat : 15:00
  Yer : TB 250
  Dil : English
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