Volume 20 No 22 (2022)
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COMPLEMENTARY TRIPLE CONNECTED SUBSTANTIAL INDEPENDENCE NUMBER FOR STRONG PRODUCT OF PATHS AND CYCLES
Jenisha Rani. R , Irine Sheela. Y.S
Abstract
A Complementary triple connected substantial independent set is a non-empty subset S ⸦ V of a graph G = (V, E) if S is a substantial independent set and the induced subgraph < V - S > is triple connected. The Complementary triple connected substantial independence number is the maximum cardinality among all Complementary triple connected substantial independent sets and is indicated by βctcs. In this paper, we determine the value of Complementary Triple connected substantial independence number for strong product of paths and cycles
Keywords
Independence number, Substantial independent set, Complementary triple connected substantial independent set
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