Multiple-criteria decision analysis process by using prospect decision theory in interval-valued neutrosophic environment
作者机构：Department of MathematicsAnnamalai UniversityTamil NaduIndia
出 版 物：《CAAI Transactions on Intelligence Technology》 (智能技术学报（英文）)
年 卷 期：2020年第5卷第3期
页 面：209-221页
核心收录：
学科分类：07[理学] 0701[理学-数学] 070101[理学-基础数学]
主 题：value. valued illustrate
摘 要：This study intends to present an innovative study for ranking the alternatives in multiple-criteria decision analysis(MCDA)problems under the interval-valued neutrosophic soft set(IVNSS)*** this study,to illustrate the notion of objective and subjective weight,the prospect decision theory(PDT)performs an imperative role in determining decision-making *** predicts human behaviour in terms of gains and losses and considers the expected utility relation to a reference point rather than complete *** the analysis of merged criteria weight and the prospect decision-making matrix,the authors get a new dimension level for ranking the array of *** manuscript provides an improved score function(SF)to convert the interval-valued membership grades of truth,indeterminacy and falsity into a mathematical and computational *** advantage of this method is that it merges the objective and subjective weight during the proposed *** propose an algorithm based on the SF to determine MCDA problems with *** illustrate a case study and provide various comparative analyses to show its significance over existing studies.
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