activity
20102022
most citedNotes on factor-criticality, extendibility and independence number

7 citations · 15 across the 9 of their papers we have counts for

collaborators

9 papers

math.CO2022

Construction, Extension and Paths of Near-Homogeneous Tournaments

Rongxia Tang, Zhaojun Chen, Zan-Bo Zhang

A homogeneous tournament is a tournament with vertices such that every arc is contained in exactly cycles of length . Homogeneous tournaments are the first class of…

math.CO2020

Component factors in -free graphs

Guowei Dai, Zan-Bo Zhang, Xiaoyan Zhang

A graph is said to be -free if it does not contain an induced subgraph isomorphic to . An -factor is a spanning subgraph such that each connected…

math.CO2018

k-Ary spanning trees contained in tournaments

Jiangdong Ai, Hui Lei, Yongtang Shi +2

A rooted tree is called a -ary tree, if all non-leaf vertices have exactly children, except possibly one non-leaf vertex has at most children. Denote by the min…

math.CO2017

Directed Hamilton cycles in digraphs and matching alternating Hamilton cycles in bipartite graphs

Zan-Bo Zhang, Xiaoyan Zhang, Xuelian Wen

In 1972, Woodall raised the following Ore type condition for directed Hamilton cycles in digraphs: Let be a digraph. If for every vertex pair and , where there is no arc…

math.CO2017

M-alternating Hamilton paths and M-alternating Hamilton cycles

Zan-Bo Zhang, Yueping Li, Dingjun Lou

We study -alternating Hamilton paths and -alternating Hamilton cycles in a simple connected graph on vertices with a perfect matching . Let be a bipartite grap…

math.CO2017

Minimum size of n-factor-critical graphs and k-extendable graphs

Zanbo Zhang, Xiaoyan Zhang, Dingjun Lou +1

We determine the minimum size of -factor-critical graphs and that of -extendable bipartite graphs, by considering Harary graphs and related graphs. Moreover, we determine the…