Computing Roman domatic number of graphs

Information Processing Letters(2016)

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摘要
•We show that it is NP-complete to decide whether the Roman domatic number of a given graph is at least three.•We then prove an asymptotically optimal threshold of Θ(log⁡n) for approximating the Roman domatic number of a graph.•Finally, we also determine the exact values of the Roman domatic number in some particular classes of graphs.
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关键词
Roman domatic number,Graph,Computational complexity,Approximation algorithms
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