Cubic Spherical Neutrosophic Sets for Advanced Decision-Making

Abstract

 In the context of aggregation operators and multiple criteria decision-making, this article presents the idea
 of cubic spherical neutrosophic sets. The notion of neutrosophic informations are transform into a geometric sphere by
 determining its center and radius. This advanced geometrical representation extends traditional neutrosophic informations.
 This study defines and discusses weighted additive and weighted geometric aggregation operators tailored to cubic spherical
 neutrosophic sets that are vital for handling complex and uncertain information. Practical example, such as evaluating
 fertilizer brands for coconut farming, illustrate their application in decision-making contexts. By integrating cubic spherical
 neutrosophic sets into multiple criteria decision-making frameworks, decision makers can effectively manage uncertainty
 and make informed decisions. When multiple stakeholders are involved in the decision-making process, averaging their
 decision values may not accurately reflect a true perspective. This multiple criteria decision-making approach overcomes
 the limitations of traditional averaging method. Theoretical discussions and practical examples contribute to advancing the
 understanding and application of multiple criteria decision-making, enhancing the reliability of decision support systems.