@article{W_A_2022, title={Irredundant complete cototal dominating set}, volume={6}, url={https://shcpub.in/index.php/cm/article/view/311}, DOI={10.26524/cm149}, abstractNote={<p>The complete cototal domination set is said to be irredundant complete cototal dominating set if for each u ∈ S, N<sub>G</sub> [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 γ<sub>ircc</sub>(G). Here a new domination parameter called an irredundant complete cototal dominating set was introduced and the study of bounds of γ<sub>ircc</sub>(G) was initiated.</p>}, number={2}, journal={Journal of Computational Mathematica}, author={W, Anjaline and A, Stanis Arul Mary}, year={2022}, month={Dec.}, pages={75 - 78} }