CAJ | 학술논문

图的Laplace特征多项式定义为：，Zhou和Gutman[1]证明了对所有个顶点树的Laplace特征多项式的系数序有：，其中与分别是个点的星图和路图。本文在给定第一大顶点度和第二大顶点度的个顶点的树中，得到Laplace系数最大的树。
도적Laplace특정다항식정의위：，Zhou화Gutman[1]증명료대소유개정점수적Laplace특정다항식적계수서유：，기중여분별시개점적성도화로도。본문재급정제일대정점도화제이대정점도적개정점적수중，득도Laplace계수최대적수。
Laplace characteristic polynomial of G is defined as:,Zhou and Gutman proved that the coefficients order of Laplace characteristic polynomial of all vertices of tree is:Among them, and are a bit map and diagram. In this paper, in the tree of the first vertex and second vertex given, to obtain the largest tree of Laplace coefficients.