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首页> 外文期刊>Discrete Mathematics And Theoretical Computer Science >Discrete Mathematics & Theoretical Computer Science,Vol 9, No 1 (2007)
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Discrete Mathematics & Theoretical Computer Science,Vol 9, No 1 (2007)

机译:离散数学与理论计算机科学,第9卷,第1期(2007)

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摘要

An undirected graph G=(V,E) is a probe split graph if its vertex set can be partitioned into two sets, N (non-probes) and P (probes) where N is independent and there exists E' ? N× N such that G'=(V,E∪ E') is a split graph. Recently Chang et al. gave an O(V4(V+E)) time recognition algorithm for probe split graphs. In this article we give O(V2+VE) time recognition algorithms and characterisations by forbidden induced subgraphs both for the case when the partition into probes and non-probes is given, and when it is not given.
机译:如果无向图G =(V,E)的顶点集可以划分为N(非探针)和P(探针)两组,其中N是独立的并且存在E'?,则它是探针分裂图。 N×N使得G'=(V,E∪E')是分裂图。最近Chang等。给出了探针分割图的O(V4(V + E))时间识别算法。在本文中,我们给出了O(V2 + VE)时间识别算法和通过禁止的诱导子图进行特征描述的情况,无论是在分为探针还是非探针的情况下,以及在没有给出探针的情况下。

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