Int. J. Algebra Comput. | 2021
Locally finite p-groups with a left 3-Engel element whose normal closure is not nilpotent
Abstract
For any odd prime $p$, we give an example of a locally finite $p$-group $G$ containing a left 3-Engel element $x$ where $\\langle x \\rangle^G$ is not nilpotent.