On exact n step domination

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Download Citation on ResearchGate | On exact n-step domination | We generalize to n steps the notion of exact 2-step domination introduced.

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We generalize to n steps the notion of exact 2-step domination introduced by Chartrand et al. (Math. Bohem. () –) and suggest a related.

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We prove that such subsets have order at least and limit how much better a bound is possible.
On exact n step domination
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an exact 1-step domination graph G has the same cardinality. All those integers n for which the paths Pn and cycles Cn are 1-step or 2-step domination graphs.

The domination number is also equal to smallest exponent in a domination on the domination numbers of Kneser graphs, together with a number of exact.

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Abstract. In this paper, we study the power domination problem in Knödel graphs . various products of graphs is studied in [7, 8, 18] and exact values are determined It gives the minimum number of propagation steps needed to monitor the.
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Explore thousands of free applications across science, mathematics, engineering, technology, business, art, finance, social sciences, and more. Graph Theory, Combinatorics, and Applications, vol.

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In vector domination one seeks a small subset S of vertices of a and exact algorithms for vector domination and total vector domination in graphs. .. in which atomic steps have generic side effects, handled according to the.
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In this paper,we determine that the exact domination number of generalized . Step 1 Choose i such that 1 ≤ i ≤ k ,delete 24 vertices M ={Oj,Ij|i ≤ j ≤ i +.
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We generalize to n steps the notion of exact 2-step domination introduced by Chartrand et al.

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Measure and Conquer: Domination – A Case Study is used to lower bound the progress made by the algorithm at each branching step. Algorithms and data structures exponential-time exact algorithm NP-hard problem dominating set.

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