A- Level Bijective Single Valued Neutrosophic Graphs and its Applications in Read Recipients in Whatsapp Messages

Abstract

Objectives: This study aims to introduce a new concept called ???? – Level Bijective Single Valued Neutrosophic sets and extend this concept to graphs. It also seeks to establish fundamental set- theoretic operations within this framework. Methods: The study defines basic operations of Bijective Single Valued Neutrosophic sets which include subset, equality, union, intersection and difference. Additionally, the α- level approach is applied to analyze these sets and De Morgan’s laws are formulated within this context. Findings: The paper successfully developes the theoretical foundations of ???? – Level Bijective Single Valued Neutrosophic sets and demonstrates several results based on the defined operations.   it also verifies that De Morgan’s laws hold under the proposed structure. Novelty: The novelty of this work lies in introducing the concept of ???? – Level Bijective Single Valued Neutrosophic sets and extending it to graph, providing a new perspective and framework for handling uncertainty and indeterminacy in mathematical structures. Also it has an application in social media.