Add to ORKGIn this paper, we determine the simple groups $G=AB$, where $B$ is isomorphic to $L_{3}(4)$ and $A$ isomorphic to an alternating or a symmetric group on $n\geq5$, letters
ABSTRACT. A finite group G can be represented as a group of automor-phisms of a compact Riemann surf...
Abstract. We prove that ifW is the free product of at least four groups of order 2, then the automor...
Abstract: We prove that if p is a prime and W is the standard wreath product of two nontrivial cycli...
Abstract. We obtain the structure of finite groups of the form G =AB where B is a group isomorphic t...
The spectrum of a periodic group G is the set ω(G) of its element orders. The objective of the prese...
Let G be a finite group containing a subgroup H isomorphic to an alternating group, An, such that G ...
The spectrum of a periodic group G is the set ω(G) of its element orders. The objective of the prese...
We give an explicit construction for the isomophism A8 GL4 (2). The involutions of cycle type 23 in ...
This book completes a trilogy (Numbers 5, 7, and 8) of the series The Classification of the Finite S...
AbstractThe group 4+(a12), as described by N. Biggs in “Computational Group Theory” (M. Atkinson, Ed...
Let H be a permutation group on a set Λ, which is permutationally isomorphic to a finite alternating...
We show that the wreath product of two finite symmetric or alternating groups is 2-generated
The classification of finite simple groups is a landmark result of modern mathematics. The multipart...
Comprehensive text which develops the notion of symmetric generation and applies the technique to sp...
Using combinatorial and character-theoretic methods the following theorems are proved. Theor...
ABSTRACT. A finite group G can be represented as a group of automor-phisms of a compact Riemann surf...
Abstract. We prove that ifW is the free product of at least four groups of order 2, then the automor...
Abstract: We prove that if p is a prime and W is the standard wreath product of two nontrivial cycli...
Abstract. We obtain the structure of finite groups of the form G =AB where B is a group isomorphic t...
The spectrum of a periodic group G is the set ω(G) of its element orders. The objective of the prese...
Let G be a finite group containing a subgroup H isomorphic to an alternating group, An, such that G ...
The spectrum of a periodic group G is the set ω(G) of its element orders. The objective of the prese...
We give an explicit construction for the isomophism A8 GL4 (2). The involutions of cycle type 23 in ...
This book completes a trilogy (Numbers 5, 7, and 8) of the series The Classification of the Finite S...
AbstractThe group 4+(a12), as described by N. Biggs in “Computational Group Theory” (M. Atkinson, Ed...
Let H be a permutation group on a set Λ, which is permutationally isomorphic to a finite alternating...
We show that the wreath product of two finite symmetric or alternating groups is 2-generated
The classification of finite simple groups is a landmark result of modern mathematics. The multipart...
Comprehensive text which develops the notion of symmetric generation and applies the technique to sp...
Using combinatorial and character-theoretic methods the following theorems are proved. Theor...
ABSTRACT. A finite group G can be represented as a group of automor-phisms of a compact Riemann surf...
Abstract. We prove that ifW is the free product of at least four groups of order 2, then the automor...
Abstract: We prove that if p is a prime and W is the standard wreath product of two nontrivial cycli...