AbstractThis is the second of three parts. A description of the contents may be found in the introduction given in the first part which was published in this journal, volume 2, no. 1, pp. 85–151 (April 1965)
Abstract. We determine completely the structure of finite 2-groups which possess exactly six cyclic ...
In this BCs thesis we describe the dihedral group, its structure and properties, and find certain ob...
The converse of Lagrange’s theorem is false: if G is a finite group and d|#G, then there may not be ...
AbstractThis is the third of three parts. A description of the contents may be found in the introduc...
AbstractThis is the second of three parts. A description of the contents may be found in the introdu...
In this paper we have completely determined: (1) all almost simple groups which act 2-transitively o...
AbstractA classification is given of the stable homotopy type of BG for all groups cited in the titl...
We present a new proof of the following known theorem: if a finite group G has a cyclic Sylow 2-subg...
Group theory is a mathematical domain where groups and their properties are studied. The evolution o...
This paper studies the relations between T. I. conditions and cyclic conditions on the Sylow p-subgr...
AbstractThe main result of the author's 1968 PhD thesis is the following: Let T be a Sylow 2-subgrou...
Let G be a finite group with $C_G(O_2(G))\leq O_2(G)$ and S a Sylow 2-subgroup of G. Assume that S i...
Let A and G be finite groups and suppose that A acts via automorphisms on G with (|A|, |G|) = 1. We...
AbstractLet G be a 2-́closed finite group with a Sylow 2-subgroup of a maximal class. It is shown th...
AbstractA subgroup H is said to be an H-subgroup of a finite group G if Hg∩NG(H)≤H for all g∈G. For ...
Abstract. We determine completely the structure of finite 2-groups which possess exactly six cyclic ...
In this BCs thesis we describe the dihedral group, its structure and properties, and find certain ob...
The converse of Lagrange’s theorem is false: if G is a finite group and d|#G, then there may not be ...
AbstractThis is the third of three parts. A description of the contents may be found in the introduc...
AbstractThis is the second of three parts. A description of the contents may be found in the introdu...
In this paper we have completely determined: (1) all almost simple groups which act 2-transitively o...
AbstractA classification is given of the stable homotopy type of BG for all groups cited in the titl...
We present a new proof of the following known theorem: if a finite group G has a cyclic Sylow 2-subg...
Group theory is a mathematical domain where groups and their properties are studied. The evolution o...
This paper studies the relations between T. I. conditions and cyclic conditions on the Sylow p-subgr...
AbstractThe main result of the author's 1968 PhD thesis is the following: Let T be a Sylow 2-subgrou...
Let G be a finite group with $C_G(O_2(G))\leq O_2(G)$ and S a Sylow 2-subgroup of G. Assume that S i...
Let A and G be finite groups and suppose that A acts via automorphisms on G with (|A|, |G|) = 1. We...
AbstractLet G be a 2-́closed finite group with a Sylow 2-subgroup of a maximal class. It is shown th...
AbstractA subgroup H is said to be an H-subgroup of a finite group G if Hg∩NG(H)≤H for all g∈G. For ...
Abstract. We determine completely the structure of finite 2-groups which possess exactly six cyclic ...
In this BCs thesis we describe the dihedral group, its structure and properties, and find certain ob...
The converse of Lagrange’s theorem is false: if G is a finite group and d|#G, then there may not be ...
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