H
Hong-Jian Lai
Researcher at West Virginia University
Publications - 304
Citations - 2922
Hong-Jian Lai is an academic researcher from West Virginia University. The author has contributed to research in topics: Line graph & Bound graph. The author has an hindex of 25, co-authored 274 publications receiving 2516 citations. Previous affiliations of Hong-Jian Lai include University of West Virginia & Wayne State University.
Papers
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Journal ArticleDOI
The Extremal Sizes of Arc-Maximal (k, l)-Digraphs
Book ChapterDOI
Hamiltonian Connected Line Graphs
TL;DR: It is shown that every 4-connected line graph without an induced subgraph isomorphic to the hourglass is hamiltonian connected.
Journal ArticleDOI
A dual version of the Brooks group coloring theorem
TL;DR: A graph G is A-connected if G has an orientation D(G) such that for every mapping b: V ∈V b(v) = 0, there is a function f : E (G) → A ∗ such that f = A − {0}.
Posted Content
Asymptotically sharpening the $s$-Hamiltonian index bound
TL;DR: For a non-negative integer n ≥ 3, the upper bound for the Hamiltonian index was improved by Zhang et al. as mentioned in this paper, who showed that removing any n vertices from a graph results in a Hamiltonian graph.