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Analysis of Greedy Algorithm for Vertex Covering of Random Graph by Cubes

机译:立方体随机覆盖图的贪心算法分析

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We study randomly induced subgraphs G of a hypercube. Specifically, we investigate vertex covering of G by cubes. We instantiate a greedy algorithm for this problem from general hypergraph covering algorithm, and estimate the length of vertex covering of G. In order to obtain this result, a number of theoretical parameters of randomly induced subgraph G were estimated.
机译:我们研究超立方体的随机诱导子图G。具体来说,我们研究立方体对G的顶点覆盖。我们从通用超图覆盖算法实例化此问题的贪心算法,并估计G的顶点覆盖长度。为了获得此结果,估算了随机诱发的子图G的许多理论参数。

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