8 citations · 52 across the 81 of their papers we have counts for
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The rainbow connection number of the power graph of a finite group
Xuanlong Ma, Min Feng, Kaishun Wang
This paper studies the rainbow connection number of the power graph of a finite group . We determine the rainbow connection number of if has maximal involutions…
On finite groups all of whose cubic Cayley graphs are integral
Xuanlong Ma, Kaishun Wang
For any positive integer , let denote the set of finite groups such that all Cayley graphs are integral whenever . Est${\rm \acute…
The full automorphism group of the power (di)graph of a finite group
Min Feng, Xuanlong Ma, Kaishun Wang
We describe the full automorphism group of the power (di)graph of a finite group. As an application, we solve a conjecture proposed by Doostabadi, Erfanian and Jafarzadeh in 2013.
On the power graph of a finite group
Min Feng, Xuanlong Ma, Kaishun Wang
The power graph of a finite group is the graph with the vertex set , where two elements are adjacent if one is a power of the other. We first show that $\math…
The endomorphism of Grassmann graphs
Li-Ping Huang, Benjian Lv, Kaishun Wang
A graph is called a pseudo-core if every endomorphism is either an automorphism or a colouring. In this paper, we show that every Grassmann graph is a pseudo-core. Moreo…