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The Algorithmic Complexity Of Alliances In Graphs

机译:图中联盟的算法复杂度

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摘要

In 2001 Kristiansen, Hedetniemi and Hedetniemi [9] first defined the concept of a defensive alliance in a graph, to be a subset S is contained in V of a graph G = (V, E) having the property that every vertex v ∈ S has at most one more neighbor in V-S than it has in S (i.e. |N[v] ∩ S| ≥ |N[v] - S|). Since then several other types of alliances have been defined and studied including strong, offensive, global, powerful, and secure alliances. To date, no algorithms or complexity analyses have been developed for alliances in graphs. This is the subject of this paper.
机译:在2001年Kristiansen,Hedetniemi和Hedetniemi [9]首次在图中定义了防御性联盟的概念,因为图V中包含子集S,G =(V,E)具有每个顶点v∈S的性质VS中的邻居最多比S中的邻居多(即| N [v]∩S |≥| N [v]-S |)。从那时起,已经定义和研究了其他几种类型的联盟,包括强大的,进攻性的,全球性的,强大的和安全的联盟。迄今为止,还没有针对图联盟开发算法或复杂度分析。这是本文的主题。

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