Geodetic Domination Integrity of Thorny Graphs

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Journal of New Theory
Issue:46
Geodetic Domination Integrity of Thorny Graphs

Geodetic Domination Integrity of Thorny Graphs

Authors : Şeyma Onur, Gökşen Bacak Turan

Pages : 99-109

Doi:10.53570/jnt.1442636

View : 97 | Download : 56

Publication Date : 2024-03-29

Article Type : Research Paper

Abstract :The concept of geodetic domination integrity is a crucial parameter when examining the potential damage to a network. It has been observed that the removal of a geodetic set from the network can increase its vulnerability. This study explores the geodetic domination integrity parameter and presents general results on the geodetic domination integrity values of thorn ring graphs, $n$-sunlet graphs, thorn path graphs, thorn rod graphs, thorn star graphs, helm graphs, $E_p^t$ tree graphs, dendrimer graphs, spider graphs, and bispider graphs, which are the frequently used graph classes in the literature.
Keywords : Geodetic domination integrity, geodetic dominating set, geodetic set, dominating set

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