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A fuzzy weighted additive approach for stochastic fuzzy goal programming

Applied Mathematics and Computation, 2004
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A Fuzzy Goal Programming Approach for Solving Bilevel Programming Problems

2002
This paper presents a fuzzy goal programming procedure for solving linear bilevel programming problems. The concept of tolerance membership functions for measuring the degree of satisfactions of the objectives of the decision makers at both the levels and the degree of optimality of vector of decision variables controlled by upper-level decision maker ...
Bhola Nath Moitra, Bijay Baran Pal
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THE RELATIONSHIP BETWEEN GOAL PROGRAMMING AND FUZZY GOAL PROGRAMMING

2005
Günümüz iş dünyasında çok amaçlı modellerin kullanımına sıklıkla rastlanmaktadır. İşletmeler tek bir amaç yerine birden çok amacı aynı anda eniyilemek zorunda kalmaktadır. Çok amaçlı doğrusal programlama modellerinin çözümünde kullanılan yöntemlerden birisi de hedef programlamadır.
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A goal programming approach for fuzzy multiobjective fractional programming problems

International Journal of Systems Science, 2009
Fuzzy multiple objective fractional programming (FMOFP) is an important technique for solving many real-world problems involving the nature of vagueness, imprecision and/or random. Following the idea of binary behaviour of fuzzy programming (Chang 2007), there may exist a situation where a decision-maker would like to make a decision on FMOFP involving
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On a Certain Approach to Fuzzy Goal Programming

2002
Two goal programming problems are considered in which the goals are given in the form of a fuzzy number. In the first problem the decision maker can set the exact values of the goals and searches for the best values of them, trying at the same time to minimise the deviations from the goals.
Stefan Chanas, Dorota Kuchta
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Linear programming with multiple fuzzy goals

Fuzzy Sets and Systems, 1981
Abstract This paper describes the use of fuzzy set theory in goal programming (GP) problems. In particular, it is demonstrated how fuzzy or imprecise aspirations of the decision maker (DM) can be quantified through the use of piecewise linear and continuous functions.
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Fuzzy Goal Programming

2017
Surendra M. Gupta, Mehmet Ali Ilgin
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Priority structure in fuzzy goal programming

Fuzzy Sets and Systems, 1986
R N Tiwari, J R Rao
exaly  

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