On decidability results of the holomorph of a finite cyclic group

Abstract

As a next step of the result in paper [1, Theorem 3.1], we study double coset separability, residually finitely and solvability of the power problem of holomorph of a finite cyclic group of order $2^t (tin Z^+)$ in this paper.

As a next step of the result in paper [1, Theorem 3.1], we study double coset separability, residually finitely and solvability of the power problem of holomorph of a finite cyclic group of order $2^t (tin Z^+)$ in this paper.