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Solving Minimum Connected Dominating Set on Proper Interval Graph

机译:求解适当间隔图上的最小连通控制集

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To solve connected dominating problem, it is necessary to find minimum connected dominating set (MCDS for short). However, to find MCDS is NP-hardness. So, a model of graphs called interval graph was constructed from nodes of related network. Two greedy algorithms with linear (or polynomial time) were used to find MCDS on proper interval graph (or interval graph), and have 1 approximation ratio on the graphs. And spanning trees were constructed and used to validate the correctness and effectiveness of corresponding algorithms.
机译:为了解决连通支配问题,有必要找到最小的连通支配集(简称MCDS)。但是,找到MCDS就是NP硬度。因此,从相关网络的节点构建了称为间隔图的图模型。使用两种具有线性(或多项式时间)的贪婪算法在适当的间隔图(或间隔图)上找到MCDS,并且在图上具有1的近似比。并构建了生成树并用于验证相应算法的正确性和有效性。

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