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Perfect dominating sets in the Cartesian products of prime cycles - MaRDI portal

Perfect dominating sets in the Cartesian products of prime cycles (Q2372893)

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Perfect dominating sets in the Cartesian products of prime cycles
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    Perfect dominating sets in the Cartesian products of prime cycles (English)
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    16 July 2007
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    Summary: We study the structure of a minimum dominating set of \(C_{2n+1}^n\), the Cartesian product of \(n\) copies of the cycle of size \(2n+1\), where \(2n+1\) is a prime.
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