On Connectivity Indices in the Realm of Intuitionistic Fuzzy Graphs with Applications

Abstract

In this thesis we study a numbers of various concept relating to intuitionistic fuzzy graph structures, such as complete intuitionistic fuzzy graph strong and weak cycle connectivity, and examined several relating attributes. The membership and non memebership values of nodes in intuitionistic fuzzy graph structures were also described with the help of an examples. Furthermore, we suggested execution of intuitionistic fuzzy graph framework to compare strong and weak connections between different nodes of Internet Routing and Network Transport Flow.