Lin-Peng Zhang

collaborators

3 papers

math.CO2026

An Ore-type condition for $H$ -tilings in graphs

Yuping Gao, Yilin Guo, Guanghui Wang +1

A graph $G$ admits an $H$ -tiling if it contains a collection of vertex-disjoint copies of $H$ . In this paper, we confirm a conjecture proposed by KÃ¼hn, Osthus, and Treglown by sho…

math.CO2026

Extremal Laplacian energy of $C_{k + 1}$ -free digraphs

Xiuwen Yang, Lin-Peng Zhang

The Laplacian energy of a digraph $G$ is defined as $\sum_{i = 1}^{n} I^»_{i}^{2}$ , where $I^»_{i}$ are the eigenvalues of the Laplacian matrix of $G$ . A (di)graph $G$ is said to be $H$ -free i…

math.CO2025

Perfect tilings with the generalised triangle in $k$ -graphs

Weichan Liu, Xiangxiang Nie, Donglei Yang +1

Denote by $T_{k}$ the generalised triangle, a $k$ -uniform hypergraph on vertex set ${1, 2, \dots, 2 k - 1}$ with three edges ${1, \dots, k - 1, k}$ , ${1, \dots, k - 1, k + 1}$ and $\{k,k+1,\dots,…

An Ore-type condition for H-tilings in graphs

Extremal Laplacian energy of Ck+1​​-free digraphs

Perfect tilings with the generalised triangle in k-graphs

An Ore-type condition for $H$ -tilings in graphs

Extremal Laplacian energy of $C_{k + 1}$ -free digraphs

Perfect tilings with the generalised triangle in $k$ -graphs