Add to ORKGAn automorphism of a group G is called almost inner if (g) is conjugate to g in G for any g 2 G. Obviously, there exist p-groups G and non inner automorphisms of G inducing the identity on the mod p cohomology ring H(G; IFp). We pose the question if there are p-groups G and almost inner automorphisms which are not inner but which induce the identity on H(G; IFp). In the present paper we treat some examples to give evidence that there are no such groups G
We show that an outer action of a finite abelian group on a simple Cuntz-Krieger algebra is strongly...
Burnside posed the question as to whether or not there exist groups having an external automorphism ...
Abstract. In this note we extend the results of [3] which deal with description of smooth untwisted ...
AbstractIn this paper we study the longstanding conjecture of whether there exists a non-inner autom...
We prove a cohomological property for a class of finite \(p\)-groups introduced earlier by M. Y. Xu,...
AbstractWe give an algorithm to compute the group of outer automorphisms of F⧸pF-group rings of p-gr...
Abstract: The inner automorphisms of a group G can be characterized within the category of groups wi...
This paper deals with an old problem: are there nontrivial finite p-groups which are isomorphic to t...
For a group G, D(G) denotes the group of all derival automorphisms of G. For a finite nilpotent grou...
AbstractIt is proved that if a locally nilpotent group G admits an almost regular automorphism of pr...
AbstractIn this note we shall construct a finite group G which has an automorphism α, which is not i...
The so-called Tits class associated to an adjoint absolutely almost simple algebraic group provides ...
In this project we will mainly be concerned with trying to understand cohomo-logical obstructions to...
It is shown that if \(G\) is a finite \(p\)-group of coclass 2 with \(p\) > 2, then \(G\) has a noni...
117 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 1983.This dissertation is a study ...
We show that an outer action of a finite abelian group on a simple Cuntz-Krieger algebra is strongly...
Burnside posed the question as to whether or not there exist groups having an external automorphism ...
Abstract. In this note we extend the results of [3] which deal with description of smooth untwisted ...
AbstractIn this paper we study the longstanding conjecture of whether there exists a non-inner autom...
We prove a cohomological property for a class of finite \(p\)-groups introduced earlier by M. Y. Xu,...
AbstractWe give an algorithm to compute the group of outer automorphisms of F⧸pF-group rings of p-gr...
Abstract: The inner automorphisms of a group G can be characterized within the category of groups wi...
This paper deals with an old problem: are there nontrivial finite p-groups which are isomorphic to t...
For a group G, D(G) denotes the group of all derival automorphisms of G. For a finite nilpotent grou...
AbstractIt is proved that if a locally nilpotent group G admits an almost regular automorphism of pr...
AbstractIn this note we shall construct a finite group G which has an automorphism α, which is not i...
The so-called Tits class associated to an adjoint absolutely almost simple algebraic group provides ...
In this project we will mainly be concerned with trying to understand cohomo-logical obstructions to...
It is shown that if \(G\) is a finite \(p\)-group of coclass 2 with \(p\) > 2, then \(G\) has a noni...
117 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 1983.This dissertation is a study ...
We show that an outer action of a finite abelian group on a simple Cuntz-Krieger algebra is strongly...
Burnside posed the question as to whether or not there exist groups having an external automorphism ...
Abstract. In this note we extend the results of [3] which deal with description of smooth untwisted ...