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20102019
most citedPolynilpotent Multipliers of some Nilpotent Products of Cyclic Groups II

2 citations · 3 across the 5 of their papers we have counts for

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math.GR2019

On tensor analogues of commuting automorphisms and central automorphisms

Fahimeh Mohammadzadeh, Hanieh Golmakani, Azam Hokmabadi +1

In this paper, we introduce the tensor analogues of commuting automorphisms and central automorphisms. Then we give several properties of such automorphisms and apply these new con…

math.GR2017

On the Order of the Schur Multiplier of a Pair of Finite p-Groups II

Fahimeh Mohammadzadeh, Azam Hokmabadi, Behrooz Mashayekhy

Let be a finite -group and be a normal subgroup of , with and . A result of Ellis (1998) shows that the order of the Schur multiplier of such a p…

math.GR20112 cited

Polynilpotent Multipliers of some Nilpotent Products of Cyclic Groups II

Azam Hokmabadi, Behrooz Mashayekhy, Fahimeh Mohammadzadeh

This article is devoted to present an explicit formula for the th nilpotent multiplier of nilpotent products of some cyclic groups $G={\bf {Z}}\stackrel{n_1}{*}{\bf {Z}}\stackre…

math.GR2011

Polynilpotent Multipliers of Some Nilpotent Products of Cyclic Groups

Azam Hokmabadi, Behrooz Mashayekhy, Fahimeh Mohammadzadeh

In this article, we present an explicit formula for the th nilpotent multiplier (the Baer invariant with respect to the variety of nilpotent groups of class at most ) o…

math.GR20101 cited

Some Inequalities for Nilpotent Multipliers of Finite Groups

Behrooz Mashayekhy, Fahimeh Mohammadzadeh, Azam Hokmabadi

In this paper we present some inequalities for the order, the exponent and the number of generators of the -nilpotent multiplier (the Baer invariant with respect to the variety…

math.GR2010

On the Order of Schur Multipliers of Finite Abelian p-Groups

Behrooz Mashayekhy, Fahimeh Mohammadzadeh, Azam Hokmabadi

Let be a finite -group of order with where is the Schur multiplier of . Ya.G. Berkovich, X. Zhou, and G. Ellis have determ…