Jin-Xin Zhou

activity

20162026

most citedOn

k

-connected-homogeneous graphs

5 citations · 26 across the 37 of their papers we have counts for

collaborators

Showing 2018Show all

4 papers · 1 filter

math.CO2018★ 1 cited

Finite $3$ -connected homogeneous graphs

Cai Heng Li, Jin-Xin Zhou

A finite graph $\G$ is said to be {\em $(G, 3)$ - $($ connected $)$ homogeneous} if every isomorphism between any two isomorphic (connected) subgraphs of order at most $3$ extends to an…

math.GR2018★ 5 cited

On $k$ -connected-homogeneous graphs

Alice Devillers, Joanna B. Fawcett, Cheryl E. Praeger +1

A graph $Γ$ is $k$ -connected-homogeneous ( $k$ -CH) if $k$ is a positive integer and any isomorphism between connected induced subgraphs of order at most $k$ extends to an automorphi…

math.CO2018

Metacirculants and split weak metacirculants

Li Cui, Jin-Xin Zhou

Metacirculants are a rich resource of many families of interesting graphs, and weak metacirculants are generalizations of them. A graph is called a {\em split weak metacirculant} i…

math.CO2018

Absolutely split metacyclic groups and weak metacirculants

Li Cui, Jin-Xin Zhou

Let $m, n, r$ be positive integers, and let $G = ⟨ a ⟩ : ⟨ b ⟩ ≅ Z_{n} : Z_{m}$ be a split metacyclic group such that $b^{- 1} ab = a^{r}$ . We say that…

Finite 3-connected homogeneous graphs

On k-connected-homogeneous graphs

Metacirculants and split weak metacirculants

Absolutely split metacyclic groups and weak metacirculants

Finite $3$ -connected homogeneous graphs

On $k$ -connected-homogeneous graphs