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首页> 外文期刊>Journal of Chemical Information and Computer Sciences >SIMPLE CONSTRUCTION OF EMBEDDING FREQUENCIES OF TREES AND ROOTED TREES
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SIMPLE CONSTRUCTION OF EMBEDDING FREQUENCIES OF TREES AND ROOTED TREES

机译:树木和树状树木嵌入频率的简单构建

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摘要

A unified approach for the calculation of embedding frequencies of trees as well as rooted trees is suggested. It consists of a simple pruning process when marginal vertices are successively removed. The problem of isomorphism between (rooted) trees is solved by making use of Read's linear canonical code. Simple criteria, based on the concept of valence vectors, for verification whether a (rooted) tree can be a subtree of a (rooted) tree are proved. Tables of embedding frequencies of trees and rooted trees through ten and eight vertices, respectively, are presented. The embedding frequencies of rooted trees are useful for construction of descriptors of molecular graphs when the so-called local properties are studied. [References: 29]
机译:建议采用统一的方法来计算树木和生根树木的嵌入频率。当边缘顶点被连续删除时,它包含一个简单的修剪过程。 (根)树之间的同构问题通过使用Read的线性规范代码解决。证明了基于价矢量概念的简单标准,用于验证(有根的)树是否可以是(有根的)树的子树。分别列出了通过十个和八个顶点的树木和有根树木的嵌入频率表。当研究所谓的局部特性时,有根树的嵌入频率对于构造分子图的描述符很有用。 [参考:29]

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