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On a Relation between ψ-Centroid and ψ-Blocks in a Graph

机译:图中的ψ形心和ψ形块之间的关系

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摘要

The problem of finding the location of the cen- ter and the problem of finding the median in a graph are im- portant and basic among many network location problems. In connection with these two problems, the following two theorems are well-known. One is proved by Jordan and Sylvester, and it shows that the center of every tree consists of either one vertex or two adjacent vertices. The other is proved by Jordan and it shows that the centroid (median) of every tree consists of ei- ther one vertex or two adjacent vertices.
机译:在许多网络位置问题中,找到中心位置的问题和在图中找到中位数的问题是重要且基本的。关于这两个问题,以下两个定理是众所周知的。一个由乔丹和西尔维斯特证明,它表明每棵树的中心由一个顶点或两个相邻的顶点组成。另一个由约旦证明,它表明每棵树的质心(中位数)由一个或两个相邻的顶点组成。

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