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20162022
most citedStability of pair graphs

4 citations · 9 across the 13 of their papers we have counts for

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14 papers · 1 filter

math.CO2022

Stability of graph pairs involving vertex-transitive graphs

Yan-Li Qin, Binzhou Xia, Sanming Zhou

A pair of graphs is said to be stable if the full automorphism group of is isomorphic to the product of the full automorphism groups of and and unstable…

math.CO2021

2-Arc-transitive Cayley graphs on alternating groups

Jiangmin Pan, Binzhou Xia, Fugang Yin

An interesting fact is that most of the known connected -arc-transitive nonnormal Cayley graphs of small valency on finite simple groups are -arc-transitiv…

math.CO2021

Oriented regular representations of out-valency two for finite simple groups

Gabriel Verret, Binzhou Xia

In this paper, we show that every finite simple group of order at least admits an oriented regular representation of out-valency .

math.CO20204 cited

Stability of pair graphs

Yan-Li Qin, Binzhou Xia, Jin-Xin Zhou +1

We start up the study of the stability of general graph pairs. This notion is a generalization of the concept of the stability of graphs. We say that a pair of graphs is st…

math.CO2020

On flag-transitive 2-(v,k,2) designs

Alice Devillers, Hongxue Liang, Cheryl E. Praeger +1

This paper is devoted to the classification of flag-transitive 2-(v,k,2) designs. We show that apart from two known symmetric 2-(16,6,2) designs, every flag-transitive subgroup G o…

math.CO2019

Constructing infinitely many half-arc-transitive covers of tetravalent graphs

Pablo Spiga, Binzhou Xia

We prove that, given a finite graph satisfying some mild conditions, there exist infinitely many tetravalent half-arc-transitive normal covers of . Applying this result, we…