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
- Buckley J J, Feuring T (2000) Evolutionary algorithm solution to fuzzy problems: fuzzy linear programming. Fuzzy Sets and Systems 109: 35–53
- Cadenas J M, Verdegay J L (2000) Using ranking function in multi-objective fuzzy linear programming. Fuzzy Sets and Systems 111: 47–53
- Campos L, Verdegay J L (1989) Linear programming problem and ranking of fuzzy numbers. Fuzzy Sets and Systems 32: 1–11
- Chanas S (1983) The use of parametric programming in fuzzy linear programming. Fuzzy Sets and Systems 11: 243–251
- Delgado M, Verdegay J L, Vila M A (1989) A general model for fuzzy linear programming. Fuzzy Sets and Systems 29: 21–29
- Deng Y, Zhu Z F, Liu Q (2006) Ranking fuzzy numbers with an area method using radius of gyration. Computers & Mathematics with Application 51(6–7): 1127–1136
- Ebrahimnejad A, Nasseri S H (2009) Using complementary slackness property to solve linear programming with fuzzy parameters. Fuzzy Information and Engineering 3: 233–245
- Ebrahimnejad A, Nasseri S H (2010) A dual simplex method for bounded linear programs with fuzzy numbers. International Journal of Mathematics in Operations Research 2: 762–779
- Ebrahimnejad A, Nasseri S H, Hosseinzadeh-Lotfi F (2010) Bounded linear programs with trapezoidal fuzzy numbers. International Journal of Uncertainty, Fuzziness and Knowledge-based Systems 18(3): 269–286
- Herrera F, Kovacs M, Verdegay J L (1993) Optimality for fuzzified mathematical programming problem: a parametric approach. Fuzzy Sets and Systems 54: 279–285
- Inuiguchi M, Ichihashi H, Kume Y (1993) Modality constrained programming problem. A unified approach to fuzzy mathematical programming problem in the setting of possibility theory. Information Sciences 67: 93–126
- Julien B (1994) An extension to possibilistic linear programming. IEEE Trans. Fuzzy Sets and Systems 64: 195–206
- Li G, Guo R (2007) Comments on “formulation of fuzzy linear programming problems as four-objective constrained optimization problems”. Applied Mathematics and Computation 186: 941–944
- Lai Y J, Hwang C L (1992) Fuzzy mathematical programming methods and applications. Springer
- Maeda T (2001) Fuzzy linear programming problem as bi-criteria optimization problem. Applied Mathematics and Computation 120: 109–121
- Mahdavi-Amiri N, Nasseri S H (2007) Duality results and a dual simplex method for linear programming with trapezoidal fuzzy variables. Fuzzy Sets and Systems 158: 1961–1978
- Mahdavi-Amiri N, Nasseri S H, Yazdani Cherati A (2009) Fuzzy primal simplex algorithms for solving fuzzy linear programming problems. Iranian Journal of Operations Research 2: 68–84
- Nasseri S H, Ebrahimnejad A (2010) A fuzzy primal simplex algorithm and its application for solving flexible linear programming problems. European Journal of Industrial Engineering 4: 372–389
- Nasseri S H, Ebrahimnejad A (2010) A fuzzy dual simplex method for a fuzzy number linear programming problem. Advances in Fuzzy Sets and Systems 5(5): 81–95
- Nasseri S H, Khabiri (2010) A revised simplex algorithm for fuzzy number linear programming problem using linear ranking functions. International Journal of Mathematics and Computation 8(10): 114–126
- Nasseri S H, Mahdavi-Amiri N (2009) Some duality results on linear programming problems with symmetric fuzzy numbers. Fuzzy Information and Engineering 1: 59–66
- Nasseri S H, Ebrahimnejad A (2012) Revised simplex method and its application for solving fuzzy linear programming problem. European Journal of Industrial Engineering 6(3): 259–280
- Ramik J, Rimanek J (1985) Inequality relation between fuzzy numbers and its use in fuzzy optimization. Fuzzy Sets and Systems 16: 123–138
- Tanaka H, Ichihashi H, Asai K (1984) A formulation of fuzzy linear programming problems based on comparison of fuzzy numbers. Control and Cybernet 13: 185–194
- Verdegay J L (1984) A dual approach to solve the fuzzy linear programming problems. Fuzzy Sets and Systems 14: 131–141
- Zhang G, Wu Y H, Remias M, Lu J (2003) Formulation of fuzzy linear programming problems as four objective constrained optimization problems. Applied Mathematics and Computation 139: 383–399
- Zimmermann H J (1987) Fuzzy programming and linear programming with several objective functions. Fuzzy Sets and Systems 1: 45–55