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Original Articles

An improvement in possibilistic linear programming approach for imprecise production/transportation planning decisions

Pages 995-1017 | Received 01 Jul 2008, Published online: 18 Jun 2013

References

  • Buckley , J. J. 1988 . Possibilistic linear programming with triangular fuzzy numbers . Fuzzy Sets and Systems , 26 : 135 – 138 .
  • Buckley , J. J. 1989 . Solving possibilistic linear programming problems . Fuzzy Sets and Systems , 31 : 329 – 341 .
  • Beale , E. M. L. 1955 . On minimizing a convex function subject to linear inequalities . Journal of Royal Statistics Society , B17 : 173 – 184 .
  • Bellman , R. E. and Zadeh , L. A. 1970 . Decision-making in a fuzzy environment . Management Science , 17 : 141 – 164 .
  • Charnes , A. , Cooper , W. W. and Symonds , G. H. 1958 . Cost horizons and certainty equivalents: an approach to stochastic programming of heating oil . Management Science , 4 : 235 – 263 .
  • Charnes , A. and Cooper , W. W. 1959 . Chance-constrained programming . Management Science , 5 : 73 – 79 .
  • Dantzig , G. B. 1955 . Linear programming under uncertainty . Management Science , 1 : 197 – 204 .
  • Delgado , M. , Verdegay , J. L. and Vila , M. A. 1990 . Relating different approaches to solve linear programming problems with imprecise costs . Fuzzy Sets and Systems , 37 : 33 – 42 .
  • Hussein , M. L. 1998 . Complete solutions of multiple objective transportation problems with possibilistic coefficients . Fuzzy Sets and Systems , 93 : 293 – 299 .
  • Hsu , H. M. and Wang , W. P. 2001 . Possibilistic programming in production planning of assemble-to-order environments . Fuzzy Sets and Systems , 119 : 59 – 70 .
  • Inuiguchi , M. and Sakawa , M. 1996 . Possible and necessary efficiency in possibilistic multiobjective linear programming problems and possible efficiency test . Fuzzy Sets and Systems , 78 : 231 – 241 .
  • Kidd , A. Human factors in expert systems . in Proceedings of the Ergonomics Society Conference (1983), K. Commbes (editor) , London : Taylor & Francis .
  • Lai , Y. J. and Hwang , C. L. 1992a . A new approach to some possibilistic linear programming problems . Fuzzy Sets and Systems , 49 : 121 – 133 .
  • Liang , T. F. , Cheng , H. W. and Wang , E. J. 2006 . Integrated production/transportation planning decisions using possibilistic linear programming . Journal of Information and Optimization Sciences , 27 : 437 – 457 .
  • Liang , T. F. 2007 . Application of possibilistic linear programming to multiobjective distribution planning decisions . Journal of the Chinese Institute of Industrial Engineers , 24 : 297 – 109 .
  • Liang , T. F. 2006 . Distribution planning decision using interactive fuzzy multi-objective linear programming . Fuzzy Sets and Systems , 157 : 1303 – 1316 .
  • Lai , Y. J. and Hwang , C. L. 1992b . Fuzzy Mathematical Programming: Methods and Applications , Berlin : Springer-Verlag .
  • Rommelfanger , H. , Hanuscheck , R. and Wolf , J. 1989 . Linear programming with fuzzy objectives . Fuzzy Sets and Systems , 29 : 31 – 48 .
  • Rimik , J. and Rimanek , J. 1985 . Inequality relation between fuzzy numbers and its use in fuzzy optimization . Fuzzy sets and Systems , 16 : 123 – 138 .
  • Simon , H. 1956 . Dynamic programming under uncertainty with a quadratic criterion function . Econometrica , 24 : 74 – 81 .
  • Tintner , G. Stochastic linear programming with application to agricultural economics . in Proceedings of the Second Symposium in Linear Programming, H. A. Antonosiewicz (editor) , pp. 197 – 228 . Washington : National Bureau Standard .
  • Tanaka , H. , Ichihashi , H. and Asai , K. 1984 . A formulation of fuzzy linear programming problems based on comparison of fuzzy numbers . Control and Cybernetics , 13 : 186 – 194 .
  • Tanaka , H. , Guo , P. and Turksen , B. 2000 . Portfolio selection based on fuzzy probabilities and possibility distributions . Fuzzy Sets and Systems , 111 : 387 – 397 .
  • Wang , R. C. and Liang , T. F. 2005 . Applying possibilistic linear programming to aggregate production planning . International Journal of Production Economics , 98 : 328 – 341 . (2005)
  • Wickens , C. 1984 . Engineering psychology and human performance , Merrill, OH : Columbus .
  • Zadeh , L. A. 1978 . Fuzzy sets as a basis for a theory of possibility . Fuzzy Sets and Systems , 1 : 3 – 28 .
  • Zimmermann , H. J. 1978 . Fuzzy programming and linear programming with several objective functions . Fuzzy set and systems , 1 : 45 – 56 .

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