论文标题
Fiedler矢量分析针对连接图的特定情况
Fiedler vector analysis for particular cases of connected graphs
论文作者
论文摘要
在本文中，考虑了一些块图的子类，以分析其成员的fiedler向量。引入了两个带有固定尺寸的块图的家族，即块状路径和块状图形。考虑了两个家族的分类案例A和B，以及针对特定块图形的代数连通性的行为。
In this paper, some subclasses of block graphs are considered in order to analyze Fiedler vector of its members. Two families of block graphs with cliques of fixed size, the block-path and block-starlike graphs, are introduced. Cases A and B of classification for both families were considered, as well as the behavior of the algebraic connectivity for particular cases of block-path graphs.
