Ivonildes R.M. Dias

collaborators

2 papers

math.GR2020

Some Structural and Closure Properties of an Extension of the $q$ -tensor Product of Groups, $q \geq 0$

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

In this work we study some structural properties of the group $η^{q} (G, H)$ , $q$ a non-negative integer, which is an extension of the $q$ -tensor product $G \otimes^{q} H)$ , where $G$ a…

math.GR2017

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

Ivonildes Ribeiro Martins Dias, Noraí Romeu Rocco

Let $G$ be a group and $q$ a non-negative integer. We denote by $ν^{q} (G)$ a certain extension of the $q$ -tensor square $G \otimes^{q} G$ by $G \times G$ . In this paper we derive a pol…

Some Structural and Closure Properties of an Extension of the q-tensor Product of Groups, q≥0

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

Some Structural and Closure Properties of an Extension of the $q$ -tensor Product of Groups, $q \geq 0$