最小支配集问题并行逼近的研究

Mahak Gambhir, Kishore Kothapalli
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引用次数: 1

摘要

小尺寸的支配集在无线网络、文档摘要、安全系统设计等多种设置中都很有用。在本文中,我们首先研究了三种分布式算法,它们在几轮内产生一个小的控制集。我们在自然共享内存设置中解释这些算法,并在多核CPU上对这些算法进行实验。基于这些实验结果的观察,我们提出了三种算法的变化,并展示了所提出的变化如何在产生的支配集的大小和所花费的时间方面提供有趣的权衡。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A study on the minimum dominating set problem approximation in parallel
A dominating set of a small size is useful in several settings including wireless networks, document summarization, secure system design, and the like. In this paper, we start by studying three distributed algorithms that produce a small sized dominating sets in a few rounds. We interpret these algorithms in the natural shared memory setting and experiment with these algorithms on a multi-core CPU. Based on the observations from these experimental results, we propose variations to the three algorithms and also show how the proposed variations offer interesting trade-offs with respect to the size of the dominating set produced and the time taken.
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