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Upper Bounds for α-Domination Parameters

By A. Gagarin, A. Poghosyan and V. E. Zverovich


In this paper, we provide a new upper bound for the α-domination number. This result generalises the well-known Caro-Roditty bound for the domination number of a graph. The same probabilistic construction is used to generalise another well-known upper bound for the classical domination in graphs. We also prove similar upper bounds for the α-rate domination number, which combines the concepts of α-domination and k-tuple domination

Topics: Graph, Domination, α-Domination, α-Rate Domination
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