Kan Hu

collaborators

2 papers

math.GR2025

A characterization of nilpotent bicyclic groups

Kan Hu

A group is called $(m, n)$ -bicyclic if it can be expressed as a product of two cyclic subgroups of orders $m$ and $n$ , respectively. The classification and characterization of finit…

math.GR2024

On exact products of two dihedral groups

Kan Hu, Hao Yu

An exact product of two finite groups $H$ and $K$ is a finite group $X$ which contains $H$ and $K$ as subgroups, satisfying $X = H K$ and $H \cap K = {1_{X}}$ . In this paper, we provide…