Ranking of Interval Valued Neutrosophic Numbers by Qualitative and Quantitative Criteria

Abstract

In Operations Research, making decisions based on multiple criteria is crucial. Neutrosophic numbers produce a more efficient conclusion when dealing with Fuzzy Multi Criteria Decision Making (MCDM)
problems. In this paper, we determine qualitative and quantitative criteria for selecting the best building
construction project. The major goal of this work is to show how to use interval valued neutrosophic sets in
solving MCDM issues using the Max-Product formula. To calculate the weighted average for interval valued
neutrosophic numbers, we offer a new technique in max product. Three approaches are used to rank the interval
valued neutrosophic numbers, and their application is demonstrated numerically.