GVZ-groups, Flat groups, and CM-Groups

Burkett, ST; Lewis, ML

Lewis, ML (corresponding author), Kent State Univ, Dept Math Sci, Kent, OH 44242 USA.

COMPTES RENDUS MATHEMATIQUE, 2021; 359 (3): 355

Abstract

We show that a group is a GVZ-group if and only if it is a flat group. We show that the nilpotence class of a GVZ-group is bounded by the number of di......

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