EnThis paper represents an expanded version of the content of three talks given by the author at the conference Advances in Group Theory and Applications, 2007 in Otranto, Italy
Let G be a finite group and X a conjugacy class of G. We denote rank(G:X) to be the minimum number o...
We show that the finiteness length of an S-arithmetic subgroup Gamma in a noncommutative isotropic a...
A finite group FH is said to be Frobenius-like if it has a nontrivial nilpotent normal subgroup F wi...
We study the structure of groups of finite (Prufer) rank in a very wide class of groups and also of ...
The main results of this paper provide a lower bound on the -rank of the finite -groups
For each generating set A of a finite semigroup S the integer ∆(A) is defined as the least n for whi...
If G is a finite group and X a conjugacy class of elements of G, then we define rank(G:X) to be the ...
AbstractLet G be a finite group and X a conjugacy class of G. We denote rank(G:X) to be the minimum ...
If G is a finite group and X a conjugacy class of G, then we define rank(G: X) to be the minimum num...
If $G$ is a finite group and $X$ a conjugacy class of elements of $G$, then we define $rank(G{:}...
We answer a question due to A. Myasnikov by proving that all expected ranks occur as the ranks of in...
Let G be a finite group and X a conjugacy class of G. We denote rank(G:X) to be the minimum number o...
Let G be a finite group and X a conjugacy class of G. We denote rank(G:X) to be the minimum number o...
A finite group FH is said to be Frobenius-like if it has a nontrivial nilpotent normal subgroup F wi...
The work covers the periodical groups with Abelian subgroups of the finite ranks. The aim is to desc...
Let G be a finite group and X a conjugacy class of G. We denote rank(G:X) to be the minimum number o...
We show that the finiteness length of an S-arithmetic subgroup Gamma in a noncommutative isotropic a...
A finite group FH is said to be Frobenius-like if it has a nontrivial nilpotent normal subgroup F wi...
We study the structure of groups of finite (Prufer) rank in a very wide class of groups and also of ...
The main results of this paper provide a lower bound on the -rank of the finite -groups
For each generating set A of a finite semigroup S the integer ∆(A) is defined as the least n for whi...
If G is a finite group and X a conjugacy class of elements of G, then we define rank(G:X) to be the ...
AbstractLet G be a finite group and X a conjugacy class of G. We denote rank(G:X) to be the minimum ...
If G is a finite group and X a conjugacy class of G, then we define rank(G: X) to be the minimum num...
If $G$ is a finite group and $X$ a conjugacy class of elements of $G$, then we define $rank(G{:}...
We answer a question due to A. Myasnikov by proving that all expected ranks occur as the ranks of in...
Let G be a finite group and X a conjugacy class of G. We denote rank(G:X) to be the minimum number o...
Let G be a finite group and X a conjugacy class of G. We denote rank(G:X) to be the minimum number o...
A finite group FH is said to be Frobenius-like if it has a nontrivial nilpotent normal subgroup F wi...
The work covers the periodical groups with Abelian subgroups of the finite ranks. The aim is to desc...
Let G be a finite group and X a conjugacy class of G. We denote rank(G:X) to be the minimum number o...
We show that the finiteness length of an S-arithmetic subgroup Gamma in a noncommutative isotropic a...
A finite group FH is said to be Frobenius-like if it has a nontrivial nilpotent normal subgroup F wi...
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