Genetic based fuzzy goal programming for multiobjective chance constrained programming problems with continuous random variables
Solution procedure consisting of fuzzy goal programming and stochastic simulation-based genetic algorithm is presented, in this article, to solve multiobjective chance constrained programming problems with continuous random variables in the objective functions and in chance constraints. The fuzzy go...
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| Veröffentlicht in: | International journal of computer mathematics Jg. 83; H. 2; S. 171 - 179 |
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| Sprache: | Englisch |
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Taylor & Francis
01.02.2006
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| Abstract | Solution procedure consisting of fuzzy goal programming and stochastic simulation-based genetic algorithm is presented, in this article, to solve multiobjective chance constrained programming problems with continuous random variables in the objective functions and in chance constraints. The fuzzy goal programming formulation of the problem is developed first using the stochastic simulation-based genetic algorithm. Without deriving the deterministic equivalent, chance constraints are used within the genetic process and their feasibilities are checked by the stochastic simulation technique. The problem is then reduced to an ordinary chance constrained programming problem. Again using the stochastic simulation-based genetic algorithm, the highest membership value of each of the membership goal is achieved and thereby the most satisfactory solution is obtained. The proposed procedure is illustrated by a numerical example. |
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| AbstractList | Solution procedure consisting of fuzzy goal programming and stochastic simulation-based genetic algorithm is presented, in this article, to solve multiobjective chance constrained programming problems with continuous random variables in the objective functions and in chance constraints. The fuzzy goal programming formulation of the problem is developed first using the stochastic simulation-based genetic algorithm. Without deriving the deterministic equivalent, chance constraints are used within the genetic process and their feasibilities are checked by the stochastic simulation technique. The problem is then reduced to an ordinary chance constrained programming problem. Again using the stochastic simulation-based genetic algorithm, the highest membership value of each of the membership goal is achieved and thereby the most satisfactory solution is obtained. The proposed procedure is illustrated by a numerical example. |
| Author | Biswal, M. P. Jana, R. K. |
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| References | Wets R. (CIT0022) 1997 Infanger G. (CIT0009) 1993 Iwamura K. (CIT0010) 1996; 17 CIT0020 CIT0023 Beavis B. (CIT0001) 1990 CIT0011 Prékopa A. (CIT0016) 1995 Mayer J. (CIT0014) 1992 Ruiqing Z. (CIT0018) 1998; 7 Holland J. H. (CIT0007) 1975 Charnes A. (CIT0004) 1961 Stancu-Minasian I. M. (CIT0021) 1990 CIT0003 Kall P. (CIT0013) 1976 CIT0002 Kall P. (CIT0012) 1994 CIT0024 CIT0005 Goicoechea A. (CIT0006) 1982 CIT0015 CIT0017 CIT0008 CIT0019 |
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| SubjectTerms | Chance Constrained Programming Continuous random variable Fuzzy goal programming Genetic algorithm Multiobjective programming |
| Title | Genetic based fuzzy goal programming for multiobjective chance constrained programming problems with continuous random variables |
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