Equitable Domination in Vague Graphs With Application in Medical Sciences

Considering all physical, biological, and social systems, fuzzy graph (FG) models serve the elemental processes of natural artificial structures. As indeterminate information is an essential real-life problem, which mostly uncertain, modeling problems based on FGs highly demanding for expert. Vague graphs (VGs) can manage uncertainty relevant to inconsistent real-world problems, in possibly will not succeed bringing about satisfactory results. In addition, VGs are a very useful tool examine many issues such as networking, geometry, biology, clustering, medical science, traffic plan. The previous definition restrictions have made us present new definitions VGs. A wide range applications has been attributed domination theory several fields facility location school bus routing, biological networks, coding theory. Concepts from also exist involving finding set representatives, monitoring communication electrical land surveying (e.g., minimizing number places surveyor must stand order take height measurement entire region). Hence, this article, we introduce different concepts dominating, equitable total weak (strong) independent, perfect dominating sets investigate their properties by some examples. Finally, application sciences show importance