Abstract
In this paper we present a new concept called time-neutrosophic soft expert set (T-NSESs). We also de¯ne its basic operations, namely complement, union, intersection, AND, OR and study some of their properties. We give examples for these concepts. Finally we present an application of this concept in a decision-making problem.
Highlights
In some real life problems in expert system, belief system, information fusion, we must consider the truth-membership as well as the falsity-membership for proper description of an object in uncertain, ambiguous environment
Our objective is to introduce the concept of generalized neutrosophic soft expert set
[12] A pair (F, A) is called a soft expert set over U, where F is a mapping given by F : A → P (U) where P (U) denotes the power set of U
Summary
In some real life problems in expert system, belief system, information fusion, we must consider the truth-membership as well as the falsity-membership for proper description of an object in uncertain, ambiguous environment. Alkhazaleh and Salleh [11] generalized the concept of a soft expert set to fuzzy soft expert set, which is a more effective and useful They define its basic operations, 34:2 (2018) 245–260 | www.matematika.utm.my | eISSN 0127-9602 |. Vakkas Ulucay et al / MATEMATIKA 34:2 (2018) 245–260 namely complement, union, intersection, AND and OR and give an application of this concept in decision making problem They studied a mapping on fuzzy soft expert classes and its properties. Sahin et al [12] introduced the concept of neutrosophic soft expert sets They define its basic operations and give an application of this concept in decision-making problem.
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