Efficient self-stabilizing algorithms for minimal total k-dominating sets in graphs
We propose the first polynomial self-stabilizing distributed algorithm for the minimal total dominating set problem in an arbitrary graph. Then, we generalize the proposed algorithm for the minimal total k -dominating set problem. Under an unfair distributed scheduler, the proposed algorithms converge in O(mn) moves starting from any arbitrary state, and require O(log n) storage per node.
Distributed self-stabilizing algorithms, Graph algorithms, Minimal total dominating set, Minimal total k-domination, k-Tuple total dominating set
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