collaborators

7 papers

math.CO2026

Hamilton cycles of semisymmetric graphs of order

Huye Chen

In light of Lovász's longstanding question on the existence of Hamilton paths in vertex-transitive graphs, Du and Yuan considered a natural variant: what if vertex-transitivity is…

math.CO2026

Isomorphism factorizations of the complete graph into Cayley graphs on CI-groups

Huye Chen, Jingjian Li, Hao Yu +1

Isomorphic factorizations of complete graphs originate from the seminal work of Frank Harary and collaborators, who initiated the systematic study of decompositions of complete gra…

math.GR2026

The Burness-Giudici Conjecture on Primitive Groups with Socle PSU(3,q)

Huye Chen, Shaofei Du, Weicong Li

Let be a transitive permutation group on a set , and suppose for some distinct . The Saxl graph of is defined as the graph…

math.GR2026

The Burness-Giudici Conjecture on Primitive Groups with Socle and

Huye Chen, Shaofei Du

Let be a transitive permutation group on containing two points such that . The Saxl graph of is defined as the graph with verte…

math.GR2026

The Burness-Giudici Conjecture on Some Primitive Groups with Socle PSU(3,q)

Huye Chen, Shaofei Du, Weicong Li

Let be a transitive permutation group on with two points such that . The Saxl graph of the pair is the graph with vertex se…

math.CO2025

Subgroup Perfect Codes of -Groups and Their Applications

Huye chen, Binbin Li, Jingjian Li +1

A subset of the vertex set of a graph is called a perfect code in if every vertex of is at distance no more than 1 to exactly one vertex of . A subgroup o…