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Space efficient algorithms for directed series-parallel graphs

机译:适用于有序串并联图的空间高效算法

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摘要

The subclass of directed series-parallel graphs plays an important role in computer science. Whether a given graph is series-parallel is a well studied problem in algorithmic graph theory, for which fast sequential and parallel algorithms have been developed in a sequence of papers. Also methods are known to solve the reachability and the decomposition problem for series-parallel graphs time efficiently. However, no dedicated results have been obtained for the space complexity of these problems when restricted to series-parallel graphs - the topic of this paper.
机译:有向串并联图的子类在计算机科学中起着重要作用。给定图是否为串-并行是算法图论中一个经过充分研究的问题,为此,在一系列论文中开发了快速的顺序和并行算法。还已知有效地解决串联-平行图的可达性和分解问题的方法。但是,当限于串联-平行图时,这些问题的空间复杂性尚未获得专门的结果-本文的主题。

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