activity
20162020
collaborators

5 papers

math.GR2020

Some Structural and Closure Properties of an Extension of the -tensor Product of Groups,

Ivonildes R. M. Dias, Eunice C. P. Rodrigues, Noraí R. Rocco

In this work we study some structural properties of the group , a non-negative integer, which is an extension of the -tensor product , where a…

math.GR2018

Finiteness of homotopy groups related to the non-abelian tensor product

Raimundo Bastos, Noraí R. Rocco, Ewerton R. Vieira

By using finiteness related result of non-abelian tensor product we prove finiteness conditions for the homotopy groups in terms of the number of tensors. In particular, w…

math.GR2018

The order of the non-abelian tensor product of groups

Raimundo Bastos, Irene N. Nakaoka, Noraí R. Rocco

Let and be groups that act compatibly on each other. We denote by the derivative subgroup of under . We prove that if the set $\{g^{-1}g^h \mid g \in G, h \i…

math.GR2017

A Polycyclic Presentation for the q-Tensor Square of a Polycyclic Group

Ivonildes Ribeiro Martins Dias, Noraí Romeu Rocco

Let be a group and a non-negative integer. We denote by a certain extension of the -tensor square by . In this paper we derive a pol…

math.GR2016

Q-tensor square of finitely generated nilpotent groups, q >= 0

Noraí R. Rocco, Eunice C. P. Rodrigues

The authors extend to the tensor square of a group , a non-negative integer, some structural results due to R. D. Blyth, F. Fumagalli and M. Morigi conce…