Multicriteria Decision-Making Methods Using Bipolar Neutrosophic Hamacher Geometric Aggregation Operators

The study presents a novel conception of aggregation operators (AOs) based on bipolar neutrosophic sets by using Hamacher operations and their application in modeling real-life multicriteria decision-making problems. set represents incomplete, inconsistent, indeterminate information effectively. For better understanding this paper, we have explained all essential definitions respective derived (NSs) generalization (BNSs). primary focus our work is like BN weighted geometric (BNHWG), ordered (BNHOWG), hybrid (BNHHG) required properties. proposed scheme provides decision-makers with comprehensive view the complexities vagueness decision-making. As compared to existing methods, these techniques provide comprehensive, increasingly exact, precise results. Finally, applied different types newly introduced AOs numerical representation practical example demonstrate effectiveness method. Our model its shown improved utility applicability complex process.