T. Foguel

collaborators

2 papers

math.GR2024

Solvabilizer Numbers of Finite Groups

Banafsheh Akbari, Tuval Foguel, Jack Schmidt

Consider a nonsolvable finite group G, where R(G) represents the solvable radical of G. For any element x in G, the solvabilizer of x in G, denoted by Sol_G(x), is defined as the s…

math.GR2020

Groups that have a Partition by Commuting Subsets

Tuval Foguel, Josh Hiller, Mark L. Lewis +1

Let $G$ be a nonabelian group. We say that $G$ has an abelian partition, if there exists a partition of $G$ into commuting subsets $A_{1}, A_{2}, \dots, A_{n}$ of $G$ , such that $|A_i|\…