M. Cornelissen

most citedFinitely Generated Groups

G

such that

G / Z (G) ≃ C_{p} \times C_{p}

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

collaborators

2 papers

math.RA2012

Classifying Finitely Generated Indecomposable RA Loops

Mariana Cornelissen, Cesar Polcino Milies

In 1995, E. Jespers, G. Leal and C. Polcino Milies classified all finite ring alternative loops (RA loops for short) which are not direct products of proper subloops. In this paper…

math.GR2012★ 5 cited

Finitely Generated Groups $G$ such that $G / Z (G) ≃ C_{p} \times C_{p}$

Mariana Cornelissen, César Polcino Milies

Finite groups $G$ such that $G / Z (G) ≃ C_{2} \times C_{2}$ where $C_{2}$ denotes a cyclic group of order 2 and $Z (G)$ is the center of $G$ were studied in \cite{casofinito} and were…

Classifying Finitely Generated Indecomposable RA Loops

Finitely Generated Groups G such that G/Z(G)≃Cp​×Cp​

Finitely Generated Groups $G$ such that $G / Z (G) ≃ C_{p} \times C_{p}$