Complement Properties of Pythagorean Co-Neutrosophic Graphs

The origination of graphs with neutrosophic type where membership of indeterminacy expels the vague results, by increasing the accuracy is used to extend application through the graphical environment. Since it is an extension of the intuitionistic type, there comes an immediate need to extend its findings and application to the neutrosophic type. Reversing the conditions of neutrosophic graphs by introducing the anti-behavior properties will produce an adequate number of new results and data, breaking the backlog in approaching decision-making problems and other real-world applications. This research aims to recognize the complementation concept in the Pythagorean co-neutrosophic graph, which has not been dealt with yet. The co-neutrosophic graph is the reversal concept of neutrosophic graphs, where the vertex and edge membership conditions are reversed, but the total sum of these memberships remains the same. Here, the discussion about complementation, co-complementation, and its properties are carried out on a Pythagorean co-neutrosophic Graph. As a result, an application with improved accuracy result will be obtained as an outcome.