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A New Approach for Solving Fuzzy Linear Multi-Criterion Problems: An Approach Based on Minimization of the Errors Functions
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作者 Joél Lema Makubikua Amani Wema +2 位作者 Yves Tinda Mangongo Joseph-Désiré Kyemba Bukweli Justin Dupar Busili Kampempe 《American Journal of Operations Research》 2023年第1期1-17,共17页
The main purpose of this paper is to build a new approach for solving a fuzzy linear multi-criterion problem by defining a function called “error function”. For this end, the concept of level set  is used to co... The main purpose of this paper is to build a new approach for solving a fuzzy linear multi-criterion problem by defining a function called “error function”. For this end, the concept of level set  is used to construct the error function. In addition, we introduce the concept of deviation variable in the definition of the error function. The algorithm of the new approach is summarized in three main steps: first, we transform the original fuzzy problem into a deterministic one by choosing a specific level . second, we solve separately each uni-criteria problem and we compute the error function for each criteria. Finally, we minimize the sum of error functions in order to obtain the desired compromise solution. A numerical example is done for a comparative study with some existing approaches to show the effectiveness of the new approach. 展开更多
关键词 Deviation Variable Compromise solution Membership Function Error Function Decision-Making Function
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Multi-criteria group decision making with fuzzy data:an extension of the VIKOR method 被引量:2
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作者 Wenqi Jiang Jennifer Shang 《Journal of Systems Engineering and Electronics》 SCIE EI CSCD 2015年第4期764-773,共10页
The VIKOR method is a multi-criteria decision making aid, which employs linear normalization to offer compromise solu- tions and has been successfully applied to various group decision making problems. However, the co... The VIKOR method is a multi-criteria decision making aid, which employs linear normalization to offer compromise solu- tions and has been successfully applied to various group decision making problems. However, the conventional VIKOR techniques used to integrate group judgments and the information loss arising from defuzzification are problematic and distort final outcomes. An improved integration method, which is optimization-based, is proposed. And it can handle fuzzy criteria values and weights. The precondition for accurately defuzzifying triangular fuzzy num- bers is identified. Several effective defuzzification procedures are proposed to improve the extant VIKOR, and a comprehensive evaluation framework is offered to aid multi-criteria group decision making. Finally, a numerical example is provided to illustrate the practicability of the proposed method. 展开更多
关键词 multi-criteria group decision making triangular fuzzynumbers VlKOR compromise solution.
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Modeling of Catfish Farm Using Lexicographic Linear Goal Programming
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作者 Ukamaka Cynthia Orumie Egenti Francis Nzerem Chekwube Bartholomew Desmond 《American Journal of Operations Research》 2022年第3期94-110,共17页
In this paper, a fish farm was modeled using the Lexicographic linear goal programming approach due to incommensurability in objectives. The study considered the fish farming plan with two sizes of catfish from stocki... In this paper, a fish farm was modeled using the Lexicographic linear goal programming approach due to incommensurability in objectives. The study considered the fish farming plan with two sizes of catfish from stocking to harvesting at four-month intervals. The multi-objective goals developed are required raw materials feed, water, light (resource utilization), sales revenue, profit realized, labor utilization, production costs, and pond utilization. The developed model was tested using related data collected from the farm records with the use of TORA 2007 software. The compromised solution from the results showed that the developed model is an efficient tool for decision-making process in the fish farm business organization. 展开更多
关键词 Goal Programming INCOMMENSURABILITY LEXICOGRAPHIC MULTI-OBJECTIVE Compromised solution
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Multiple Criteria Decision Making with Respect to Multiple Experts 被引量:5
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作者 YANG Lei and XI Youmin School of Management, Xi’an Jiaotong University, Xi’an 710049 《Systems Science and Systems Engineering》 CSCD 1998年第3期1-10,共10页
This paper deals with the multiple experts multiple criteria decision making (MEMCDM) problem. To help experts in a committee in reaching a satisfactory decision outcome, a three phase decision making method is deve... This paper deals with the multiple experts multiple criteria decision making (MEMCDM) problem. To help experts in a committee in reaching a satisfactory decision outcome, a three phase decision making method is developed in this study. We describe the procedure of the proposed three phase method and its application in a case study. Three phases—the initial comparison test, criteria aggregation, and experts’ aggregation, are concerned with fuzzy evaluation of the multiple criteria, which is based on fuzzy preference ordering and membership functions of the fuzzy set theory. The algorithms are presented thoroughly for each phase of overall procedure of MEMCDM. The three phase method combines the Delphi interactive method and the evaluation of minimal separation measure from the ideal solution. Finally worthwhile directions for future research are summarized. 展开更多
关键词 three phase method experts’ judgment multiexperts multicriteria decision making compromise solution fuzzy set theory
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