Vol. 6 No. 2 (2022): Vol 6, Iss 2, Year 2022
Articles

Irredundant complete cototal dominating set

Anjaline W
Department of Mathematics, Advanced School of Science, Mathematical Institute of Technology, Tamil Nadu, South India
Stanis Arul Mary A
Department of Mathematics, Advanced School of Science, Mathematical Institute of Technology, Tamil Nadu, South India
Published December 8, 2022
Keywords
  • Irredundant complete cototal domination set, irredundant complete cototal dominating numbe
How to Cite
W, A., & A, S. A. M. (2022). Irredundant complete cototal dominating set. Journal of Computational Mathematica, 6(2), 75 - 78. https://doi.org/10.26524/cm149

Abstract

The complete cototal domination set is said to be irredundant complete cototal dominating set if for each u ∈ S, NG [S − {u}] ≠ [S]. The minimum cardinality taken over all an irredundant complete dominating set is called an irredundant complete cototal domination number and is denoted by γircc(G). Here a new domination parameter called an irredundant complete cototal dominating set was introduced and the study of bounds of γircc(G) was initiated.

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