Add to ORKGLet p be a prime and S be a nite p-group. Dene d(S) to be the maximum of jAj as A ranges over the abelian subgroups of S, and A(S) to be the set of all abelian subgroups A for which jAj = d(S). Let J(S) be the subgroup of S generated by A(S)
Let G be a finite group. A subset X of G is a set of pairwise non-commuting elements if any two dist...
Let G be a finite group. A subset X of G is a set of pairwise non-commuting elements if any two dist...
AbstractSuppose p is a prime, P is a finite p-group, and A is an abelian subgroup of P. Does P posse...
We show that the number of maximal abelian subgroups of a finite p-group is congruent to 1 modulo p....
Let G be a finite p-group where p is an odd prime. We say that <? has property A n if every abeli...
Abelian subgroups play a key role in the theory and applications of nite p-groups. Our purpose is to...
In this paper we prove that if n, k and t be positive integer numbers such that t < k < n and G is a...
In this note we study finite p-groups G=AB admitting a factorization by an abelian group A and a sub...
In this note we study finite p-groups G=AB admitting a factorization by an abelian group A and a sub...
In this note we study finite p-groups G=AB admitting a factorization by an abelian group A and a sub...
In this note we study finite p-groups G=AB admitting a factorization by an abelian group A and a sub...
In this note we study finite p-groups G=AB admitting a factorization by an abelian group A and a sub...
Let G be a finite group. A subset X of G is a set of pairwise non-commuting elements if any two dist...
Let G be a finite group. A subset X of G is a set of pairwise non-commuting elements if any two dist...
Let G be a finite group. A subset X of G is a set of pairwise non-commuting elements if any two dist...
Let G be a finite group. A subset X of G is a set of pairwise non-commuting elements if any two dist...
Let G be a finite group. A subset X of G is a set of pairwise non-commuting elements if any two dist...
AbstractSuppose p is a prime, P is a finite p-group, and A is an abelian subgroup of P. Does P posse...
We show that the number of maximal abelian subgroups of a finite p-group is congruent to 1 modulo p....
Let G be a finite p-group where p is an odd prime. We say that <? has property A n if every abeli...
Abelian subgroups play a key role in the theory and applications of nite p-groups. Our purpose is to...
In this paper we prove that if n, k and t be positive integer numbers such that t < k < n and G is a...
In this note we study finite p-groups G=AB admitting a factorization by an abelian group A and a sub...
In this note we study finite p-groups G=AB admitting a factorization by an abelian group A and a sub...
In this note we study finite p-groups G=AB admitting a factorization by an abelian group A and a sub...
In this note we study finite p-groups G=AB admitting a factorization by an abelian group A and a sub...
In this note we study finite p-groups G=AB admitting a factorization by an abelian group A and a sub...
Let G be a finite group. A subset X of G is a set of pairwise non-commuting elements if any two dist...
Let G be a finite group. A subset X of G is a set of pairwise non-commuting elements if any two dist...
Let G be a finite group. A subset X of G is a set of pairwise non-commuting elements if any two dist...
Let G be a finite group. A subset X of G is a set of pairwise non-commuting elements if any two dist...
Let G be a finite group. A subset X of G is a set of pairwise non-commuting elements if any two dist...
AbstractSuppose p is a prime, P is a finite p-group, and A is an abelian subgroup of P. Does P posse...