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| 文件名: Genetic Theory for Cubic Graphs.pdf | |
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图书名称：Genetic Theory for Cubic Graphs 作者：Pouya Baniasadi, Vladimir Ejov, Jerzy A. Filar, Michael Haythorpe 出版社：Springer International Publishing 页数：118 出版时间：2016 语言：English 格式：pdf 内容简介： This book was motivated by the notion that some of the underlying difficulty in challenging instances of graph-based problems (e.g., the Traveling Salesman Problem) may be “inherited” from simpler graphs which – in an appropriate sense – could be seen as “ancestors” of the given graph instance. The authors propose a partitioning of the set of unlabeled, connected cubic graphs into two disjoint subsets named genes and descendants, where the cardinality of the descendants dominates that of the genes. The key distinction between the two subsets is the presence of special edge cut sets, called cubic crackers, in the descendants. 回复免费： [hide][/hide] |
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