Vertex-Transitive Digraphs of Order $p^{5}$ are Hamiltonian

Not scheduled

Speaker

Dr Jun-Yang Zhang (Minnan Normal University)

Description

It is proved that connected vertex-transitive digraphs of order $p^{5}$ (where p is a prime) are Hamiltonian, and a connected digraph whose automorphism group contains a finite vertex-transitive subgroup $G$ of prime power order such that $G'$ is generated by two elements or elementary abelian is Hamiltonian.

Primary author

Dr Jun-Yang Zhang (Minnan Normal University)

Presentation materials