A spectral condition for component factors in graphs

Sufang Wang, Wei Zhang
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Abstract

Let $G$ be a graph. A $\{K_{1,2},K_{1,3},K_5\}$-factor of $G$ is a spanning subgraph of $G$, in which every component is isomorphic to a member of $\{K_{1,2},K_{1,3},K_5\}$. In this paper, we establish a lower bound on the spectral radius of $G$ to ensure that $G$ contains a $\{K_{1,2},K_{1,3},K_5\}$-factor.
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图中分量因子的光谱条件
假设 $G$ 是一个图。$G$的$\{K_{1,2},K_{1,3},K_5\}$因子是$G$的一个跨子图,其中每个分量都与$\{K_{1,2},K_{1,3},K_5\}$的一个成员同构。本文建立了 $G$ 谱半径的下限,以确保 $G$ 包含 ${K_{1,2},K_{1,3},K_5\}$ 因子。
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