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Basic Enumeration of Graph Compositions with a Restricted Number of Components

机译:具有限制组分的图形组合物的基本枚举

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摘要

A graph composition is a partition of the vertex set of a simple graph such that each member of the partition (called a component) induces a connected subgraph; the composition number of a graph is the number of possible graph compositions. The concept of graph compositions is related to several number theoretic concepts, including partitions of positive integers and the cardinality of the power set of finite sets. This paper examines the composition number of graphs where the total number of components of each composition is restricted.
机译:图形组成是简单图的顶点组的分区,使得分区的每个成员(称为组件)引起连接的子图; 图的组成数量是可能的图形组合物的数量。 图表组成的概念与几个数字理论概念有关,包括正整数的分区和有限组电力集的基数。 本文检查了每个组合物的组分总数的图形的组成数量。

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