Topics are
- Fuzzy Convex Analysis
- Fuzzy Decision Making
- Fuzzy Programming
- Fuzzy Dynamic Programming
- Fuzzy Fractional Programming
- Fuzzy Goal Programming
- Fuzzy Multiobjective Programming
- Fuzzy Stochastic Programming
- Possibilistic Programming
\begin{equation}{\label{a}}\tag{A}\end{equation}
Fuzzy Convex Analysis.
\item Chalco-Cano, Y., Rojas-Medar, M.A. and Rom\'{a}n-Flores, H.:
M-Convex Fuzzy Mappings and Fuzzy Integral Mean,
{\em Computers and Mathematics with Applications} 40 (2000) 1117-1126.
\item Mishra, S.K., Wang, S.Y. and Lai, K.K.:
Pseudolinear Fuzzy Mappings,
{\em European Journal of Operational Research} 182 (2007) 965-970.
\item Syau, Y,-R. and Lee, E.S.:
Fuzzy Weirstrass Theorem and Convex Fuzzy Mappings,
{\em Computers and Mathematics with Applications} 51 (2006) 1741-1750.
\item Syau, Y,-R., Lee, E.S. and Jia, L.: (Fuzzy Convex Analysis)
Convexity and Upper Semicontinuity of Fuzzy Sets
{\em Computers and Mathematics with Applications} 48 (2004) 117-129.
\item Wang, G. and Wu, C.:
Directional Derivatives and Subdifferential of Convex Fuzzy Mappings and
Application in Convex Fuzzy Programming,
{\em Fuzzy Sets and Systems} 138 (2003) 559-591.
\item Yan, H. and Xu, J.:
A Class of Convex Fuzzy Mapping,
{\em Fuzzy Sets and Systems} 129 (2002) 47-56.
\begin{equation}{\label{b}}\tag{B}\end{equation}
Fuzzy Decision Making.
\item Bass, S.M. and Kwakernaak, H. :
Rating and Ranking of Multiple-Aspect Alternatives Using Fuzzy Sets.
{\em Automatica} 13 (1977) 47-58.
\item Bellmam, R.E. and Zadeh, L.A. :
Decision-Making in a Fuzzy Environment.
{\em Management Sciences} Vol. 17 \#4 (1970) B-141-B-164.
\item Chen, S.-M. and Tan, J.-M. :
Handling Multicriteria Fuzzy Decision-making Problems Based on Vague Set
Theory.
{\em Fuzzy Sets and Systems} 67 (1994) 163-172.
\item Czogata, E. :
On Distribution Function Description of Probabilistic Sets and Its
Application in Decision Making.
{\em Fuzzy Sets and Systems} 10 (1983) 21-29.
\item Czogala, E. :
On the Choice of Optimal Alternatives for Decision Making in Probabilistic
Fuzzy Environment.
{\em Fuzzy Sets and Systems} 28 (1988) 35-43.
\item Czogala, E. :
Multi-Criteria Decision Making by Means of Fuzzy and Probabilistic Sets.
{\em Fuzzy Sets and Systems} 36 (1990) 235-244.
\item Czogala, E. and Roubens, M. :
An Approach to Multi-Criteria Decision Making Problems Using Probabilistic
Set Theory.
{\em European Journal of Operational Research} 43 (1989) 263-266.
\item Czogala, E. and Zimmermann, H.-J.:
The Aggregation Operations for Decision Making in Probabilistic Fuzzy
Environment,
{\em Fuzzy Sets and Systems} 13 (1984) 223-239.
\item Dubois, D., Fargier, H. \& Prade, H :
Refinements of Maximum Approach to Decision-Making in a Fuzzy Environment,
{\em Fuzzy Sets and Systems} 81 (1996) 103-122.
\item Dubois, D., Marichal, J.L., Prade, H., Roubens, M. and Sabbadin, R.:
The Use of the Discrete Sugeno Integral in Decision-Making: A Survey,
{\em International Journal of Uncertainty, Fuziness and Knowledge-Based
Systems} 9 (2001) 539-561.
\item Dubois, D. and Prade, H. :
Comment on “Tolerance Analysis Using Fuzzy Sets” and “A Procedure for
Multiple Aspect Decision Making”..
{\em International Journal of Systems Sciences} 9 \#3 (1978) 357-360.
\item Grabisch, M. :
Fuzzy Integral in Multicriteria Decision Making,
{\em Fuzzy Sets and Systems} 69 (1995) 279-298.
\item Gupta, C.P. :
A Note on the Transformation of Possibilistic Information into
Probabilistic Information for Investment Decisions.
{\em Fuzzy Sets and Systems} 56 (1993) 175-182.
\item Jain, R. :
Tolerance Analysis Using Fuzzy Sets.
{\em International Journal of Systems Sciences} 7 \#2 (1976) 1393-1401.
\item Jain, R. :
A Procedure for Multiple-Aspect Decision Making Using Fuzzy Sets,
{\em Int. J. Systems Sci.} 8 (1977) 1-7.
\item Jain, R. :
Decisionmaking in the Presence of Fuzzy Variables,
{\em IEEE Transactions on Systems, man, and Cybernetics} 6 (1976) 698-703.
\item Kurano, M., Yasuda, M., Nakagami, J.-I. \& Yoshida, Y. :
Markov-Type Fuzzy Decision Processes with a Discounted Reward on a Closed
Interval,
{\em European J. Operational Research} 92 (1996) 649-662.
\item Opricovic, S. and Tzeng, G.-H.:
Defuzzification within a Multicriteria Decision Model,
{\em International Journal of Uncertainty, Fuzziness and Knowledge-Based
Systems} 11 (2003) 635-652.
\item Syau, Y,-R. and Lee, E.S.:
Preincavity and Fuzzy Decision Making,
{\em Fuzzy Sets and Systems} 155 (2005) 408-424.
\item Tseng, T.Y. \& Klein, C.M. :
New Algorithm for the Ranking Procedure in Fuzzy Decisionmaking,
{\em IEEE Transactions on Systems, man, and Cybernetics} 19 (1989) 1289-1296.
\item Watson, S.R., Weiss, J.J. \& Donnell, M.L. :
Fuzzy Decision Analysis,
{\em IEEE Transactions on Systems, man, and Cybernetics} 9 (1979) 1-9.
\begin{equation}{\label{c}}\tag{C}\end{equation}
Fuzzy Programming.
\item Ahmad, T., Khan, M., Khan, I.U. and Maan, N.: (Fuzzy Programming)(E-Article)
Fully Fuzzy Linear Programming (FFLP) with a Special Ranking Function for Selection of Substitute Activities in Project Management,
{\em International Journal of Applied Science and Technology} 1 (2011) 234-246.
\item Allahviranloo, M. and Afrandizadeh, S.:
Investment Optimization on Port’s Development by Fuzzy Integer Programming:
{\em European Journal of Operational Research} 186 (2008) 423-434.
\item Ammar, Z. \& Metz, J. :
On Fuzzy Convexity and Parametric Fuzzy Optimization,
{\em Fuzzy Sets and Systems} 49 (1992) 135-141.
\item Angelov, P.P. :
Optimization in an Intuitionistic Fuzzy Environment,
{\em Fuzzy Sets and Systems} 86 (1997) 299-306.
\item Bandemer, H. :
Some Ideas to Minimize an Empirically Given Fuzzy Function,
{\em Optimization} 22 (1991) 139-151.
\item A. Baykasoglu and T. Gocken: (Fuzzy Programming)(E-Article)
A Direct Solution Approach to Fuzzy Mathematical Programs with Fuzzy Decision Variables,
{\em Expert Systems With Applications} 39 (2012) 1972-1978.
\item Baykasoglu, A. and Subulan, K.: (Fuzzy Programming)(E-Article)
Constrained Fuzzy Arithmetic Approach to Fuzzy Transportation Problems with Fuzzy Decision Variables,
{\em Expert Systems With Applications} 81 (2017) 193-222.
\item Bouchon-Meunier, B., Kreinovich, V., Lokshin, A. and Nguyen, H.T. :
On the Formulation of Optimization under Elastic Constraints (with Control in Mind),
{\em Fuzzy Sets and Systems} 81 (1996) 5-29.
\item Buckley, J.J. :
Possibility and Necessity in Optimization.
{\em Fuzzy Sets and System} 25 (1988) 1-13.
\item Buckley, J.J. :
Possibilistic Linear Programming with Triangular Fuzzy Numbers.
{\em Fuzzy Sets and Systems} 26 (1988) 135-138.
\item Buckley, J.J. :
Solving Possibilistic Linear Programming Problems.
{\em Fuzzy Sets and Systems} 31 (1989) 329-341.
\item Buckley, J.J. :
Joint Solution to Fuzzy Programming Problems,
{\em Fuzzy Sets and Systems} 72 (1995) 215-220.
\item Cadenas, J.M. and Verdegay, J.L.:
PROBO: An Interactive System in Fuzzy Linear Programming,
{\em Fuzzy Sets and Systems} 76 (1995) 319-332.
\item Campos, L. and Verdegay, J.L. :
Linear Programming Problems and Ranking of Fuzzy Numbers.
{\em Fuzzy Sets and Systems} 32 (1989) 1-31.
\item Campos, L. :
Fuzzy Linear Programming Models to Solve Fuzzy Matrix Games,
{\em Fuzzy Sets and Systems} 32 (1989) 275-289.
\item Cao, B.-Y.:
New Model with $T$-Fuzzy Variations in Linear Programming,
{\em Fuzzy Sets and Systems} 78 (1996) 289-292.
\item Cao, Bing-Yuan :
Fuzzy Geometric Programming (I).
{\em Fuzzy Sets and Systems} 53 (1993) 135-153.
\item Cao, Bing-Yuan :
Posynomial Geometric Programming with L-R Fuzzy Coefficients.
{\em Fuzzy Sets and Systems} 67 (1994) 267-276.
\item Chakraborty, T.K. :
A Class of Single Sampling Inspection Plans Based on Possibilistic Programming Problem,
{\em Fuzzy Sets and Systems} 63 (1994) 35-43.
\item Chanas, S :
The Use of Parametric Programming in Fuzzy Linear Programming.
{\em Fuzzy Sets and Systems} 11 (1983) 243-251.
\item Chanas, S. and Kuchta, D.:
A Concept of the Optimal Solution of the Transportation Problem with
Fuzzy Cost Coefficients,
{\em Fuzzy Sets and Systems} 82 (1996) 299-305.
\item Chanas, S. and Kuchta, D.:
Fuzzy Integer Transportation Problem,
{\em Fuzzy Sets and Systems} 98 (1998) 291-298.
\item Chanas, S. and Zieli\'{n}ski, P.:
On the Equivalence of Two Optimization Methods for Fuzzy Linear Programming Problems,
{\em European Journal of Operational Research} 121 (2000) 56-63.
\item Deb, M. and De, P.K.: (Fuzzy Programming)(E-Article)
Optimal Solution of a Fully Fuzzy Linear Fractional Programming Problem by Using Graded Mean Integration Representation Method
{\em Applications and Applied Mathematics} 10 (2015) 571-587.
\item Delgado, M., Verdegay, J.L. and Vila, M.A. :
A General Model for Fuzzy Linear Programming.
{\em Fuzzy Sets and Systems} 29 (1989) 21-29.
\item Delgado, M. Vergegay, J.L. \& Vila, M.A. :
Relating Different Approaches to Solve Linear Programming Problems with Imprecise Costs,
{\em Fuzzy Sets and Systems} 37 (1990) 33-42.
\item Delgado, M., Herrera, F., Verdegay, J.L. \& Vila, M.A. :
Post-Optimality Analysis on the Membership Functions of a Fuzzy Linear
Programming Problems,
{\em Fuzzy Sets and Systems} 53 (1993) 289-297.
\item Demirhan, M. and Ozdamar, L.:
A Note on the Use of a Fuzzy Approach in Adaptive Partioning Algorithms
for Global Optimization,
{\em IEEE Trans. on Fuzzy Systems} 7 (1999) 468-475.
\item Diamond, P.:
A Fuzzy Max-Flow Min-Cut Theorem,
{\em Fuzzy Sets and Systems} 119 (2001) 139-148.
\item Dubois, D. and Prade, H. :
Systems of Linear Fuzzy Constraints.
{\em Fuzzy Sets and Systems} 3 (1980) 37-48.
\item Ebrahimnejad, A.: (Fuzzy Programming)(E-Article)
A Simplified New Approach for Solving Fuzzy Transportation Problems with Generalized Trapezoidal Fuzzy Numbers,
{\em Applied Soft Computing} 19 (2014) 171-176.
\item Ekel, P.Y., Pedrycz, W. and Schinzinger, R.:
A General Approach to Solving a Wide Class of Fuzzy Optimization Problems,
{\em Fuzzy Sets and Systems} 97 (1998) 49-66.
\item Ezzati, R., Khorram, E. and Enayati, R.: (Fuzzy Programming)(E-Article)
A New Algorithm to Solve Fully Fuzzy Linear Programming Problems Using the MOLP Problem,
{\em Applied Mathematical Modelling} 39 (2015) 3183-3193.
\item Facchinetti, G., Glove, S. and Pacchiarotti, N.:
Optimization of a Nonlinear Fuzzy Function,
{\em Soft Computing} 6 (2002) 476-480.
\item Fang, S.-C. , Hu, C.-F., H.-F. Wang and S.-Y. Wu: ()
Linear Programming with Fuzzy Coefficients in Constraints,
{\em Computers and Mathematics with Applications} 37 (1999) 63-76.
\item Fatma, M.A.:
A Differential Equation Approach to Fuzzy Nonlinear Programming Problems,
{\em Fuzzy Sets and Systems} 93 (1998) 57-61.
\item Fedrizzi, M. \& Full\'{e}r. R. :
Stability in Possibilistic Linear Programming with Continuous Fuzzy
Number Parameters,
{\em Fuzzy Sets and Systems} 47 91992) 187-191.
\item Full\'{e}r, R. :
On Stability in Fuzzy Linear Programming Problems,
{\em Fuzzy Sets and Systems} 30 (1989) 339-344.
\item Full\'{e}r, R. and Zimmermann, H.-J. :
Fuzzy Reasoning for Solving Fuzzy Mathematical Programming Problems.
{\em Fuzzy Sets ans Sytems} 60 (1993) 121-133.
\item Galperin, E.A. and Ekel, P.Y.:
Synthetic Realization Approach to Fuzzy Global Optimization via
Gamma Algorithm,
{\em Mathematical and Computer Modelling} 41 (2005) 1457-1468.
\item Garcia-Aguado, C. and Verdegay, J.L. :
On the Sensitivity of Membership Functions for Fuzzy Linear Programming Problems.
{\em Fuzzy Sets and Systems} 56 (1993) 47-49.
\item Ghassan, K. :
New Utilization of Fuzzy Optimization Method, in
{\em Fuzzy Information and Decision Processes}, Gupta, M.M. \& Sanchez, E. (eds) 1982, pp.239-246.
\item Guo, P., Tanaka, H. and Zimmermann, H.-J.:
Upper and Lower Possibility Distributions of Fuzzy Decision Variables in Upper Level Decision Problems,
{\em Fuzzy Sets and Systems} 111 (2000) 71-79.
\item Hamacher, H., Leberling, H. and Zimmermann, H.-J. :
Sensitivity Analysis in Fuzzy Linear Programming.
{\em Fuzzy Sets and Systems} 1 (1978) 269-281.
\item Herrera, F. and Herrera-Viedma, E.:
Linguistic Decision Analysis: Steps for Solving Decision Problems under Linguistic Information,
{\em Fuzzy Sets and Systems} 115 (2000) 67-82.
\item Herrera, F., Kov\'{a}cs, M. and Verdegay, J.L. :
Optimality for Fuzzified Mathematical Programming Problems :
A Parametric Approach.
{\em Fuzzy Sets and Systems} 54 (1993) 279-285.
\item Herrera, F., Verdegay, J.L. and Zimmermann, H.-J. :
Boolean Programming Problems with Fuzzy Constraints.
{\em Fuzzy Sets and Systems} 55 (1993) 285-293.
\item Herrera, F. \& Verdegacy, J.L. :
Fuzzy Boolean Programming Problems with Fuzzy Costs : A General Study,
{\em Fuzzy Sets and Systems} 81 (1996) 57-76.
\item Ho, Y.-C.:
An Explanation of Ordinal Optimization: Soft Computing for Hard Problems,
{\em Information Sciences} 113 (1999) 169-192.
\item Hosseinzadeh, A. and Edalatpanah, S.A.: (Fuzzy Programming)(E-Article)
A New Approach for Solving Fully Fuzzy Linear Programming by Using the Lexicography Method,
{\em Advances in Fuzzy Systems} 2016, 6 pages.
\item Hussein, M.L., Abdel Aaty Maaty, M. :
The Stability Notions for Fuzzy Nonlinear Programming Problem,
{\em Fuzzy Sets and Systems} 85 (1997) 319-323.
\item Inuiguchi, M. and Ichihashi, H. :
Relative Modalities and Their Use in Possibilistic Linear Programming.
{\em Fuzzy Sets and Systems} 35 (1990) 303-323.
\item Inuiguchi, M., Ichihashi, H. and Kume, Y. :
Relationships between Modality Constrained Programming Problems and Various Fuzzy Mathematical Programming Programming.
{\em Fuzzy Sets and Systems} 49 (1992) 243-259.
\item Inuiguchi, M., Ichihashi, H. and Kume, Y. :
Modality Constrained Programming Problems : A Unified Approach to Fuzzy Mathematical Programming Problems in the Setting of Possibility Theory.
{\em Information Sciences} 67 (1993) 93-126.
\item Inuiguchi, M. and Sakawa, M. :
Possible and Necessary Optimality Tests in Possibilistic Linear Programming Problems.
{\em Fuzzy Sets and Systems} 67 (1994) 29-46.
\item Inuiguchi, M. and Sakawa, M.:
Robust Optimization under Softness in a Fuzzy Linear Programming Problem,
{\em International Journal of Approximate Reasoning} 18 (1998) 21-34.
\item Inuiguchi, M., Tanino, T. and Sakawa, M.:
Membership Function Elicitation in Possibilistic Programming Problems,
{\em Fuzzy Sets and Systems} 111 (2000) 29-45.
\item Jaikumar, K.: (Fuzzy Programming)(E-Article)
New Approach to Solve Fully Fuzzy Transportation Problem,
{\em International Journal of Mathematics and its Applications} 4 (2016) 155-162.
\item Jamison, K.D. and Lodwick, W.A.:
Minimizing Unconstrained Fuzzy Functions,
{\em Fuzzy Sets and Systems} 103 (1999) 457-464.
\item Jamison, K.D. and Lodwick, W.A.:
Fuzzy Linear Programming Using a Penalty Method,
{\em Fuzzy Sets and Systems} 119 (2001) 97-110.
\item Jan, G.M., Sheu, R.L. and Wu, S.Y.: (E-Article)(Fuzzy Programming)
Maximum Feasibility Problem for Continuous Linear Inequalities with Applications to Fuzzy Linear Programming,
{\em Fuzzy Optimization and Decision Making} 2 (2003) 297-316.
\item Jayalakshmi, M. and Pandian, P.: (Fuzzy Programming)(E-Article)
A New Method for Finding an Optimal Fuzzy Solution for Fully Fuzzy Linear Programming Problems,
{\em International Journal of Engineering Research and Applications} 2 (2012) 247-254.
\item Julien, B. :
An Extension to Possibilistic Linear Programming.
{\em Fuzzy Sets and Systems} 64 (1994) 195-206.
\item Kaur, A. and Kumar, A.: (Fuzzy Programming)(E-Article)
A New Method for Solving Fuzzy Linear Programs with Trapezoidal Fuzzy Numbers
{\em Journal of Fuzzy Set-Valued Analysis} (2011), 12 pages.
\item Kaur, A. and Kumar, A.: (Fuzzy Programming)(E-Article)
A New Approach for Solving Fuzzy Transportation Problems Using Generalized Trapezoidal Fuzzy Numbers,
{\em Applied Soft Computing} 12 (2012) 1201-1213.
\item Kaur, A. and Kumar, A.: (Fuzzy Programming)(E-Article)
Exact Fuzzy Optimal Solution of Fully Fuzzy Linear Programming Problems with Unrestricted Fuzzy Variables,
{\em Applied Intelligence} 37 (2012) 145-154.
\item Kaur, A. and Kumar, A.: (Fuzzy Programming)(E-Article)
Fuzzy Optimal Solution for Unbalanced Fully Fuzzy Minimal Cost Flow Problems
{\em International Journal of Fuzzy Systems} 14 (2012) 1-10.
\item Kaur, A. and Kumar, A.: (Fuzzy Programming)(E-Article)
Unique fuzzy optimal value of fully fuzzy linear programming problems,
{\em Control and Cybernetics} 41 (2012) 498-508.
\item Kaur, A. and Kumar, A.: (Fuzzy Programming)(E-Article)
A Novel Method for Solving Fully Fuzzy Linear Fractional Programming Problems,
{\em Journal of Intelligent and Fuzzy Systems}
\item Khan, I.U., Ahmad, T. and Maan, N.: (Fuzzy Programming)(E-Article)
A Simplified Novel Technique for Solving Fully Fuzzy Linear Programming Problems,
{\em Journal of Optimization Theory and Applications} 159 (2013) 536-546.
\item Kumar, A., Kaur, J. and Singh, P.: (Fuzzy Programming)(E-Article)
A New Method for Solving Fully Fuzzy Linear Programming Problems,
{\em Applied Mathematical Modelling} 35 (2011) 817-823.
\item Khorram, E. and Hassanzadeh, R.:
Solving Nonlinear Optimization Problems Subjected to Fuzzy Relation Equation Constraints with Max-Average Composition Using a Modified Genetic Algorithm,
{\em Computers and Industrial Engineering} 55 (2008) 1-14.
\item Lai, Y.-J. and Chang, S.I.:
A Fuzzy Approach for Multiresponse Optimization: An Off-Line Quality
Engineering Problem,
{\em Fuzzy Sets and Systems} 63 (1994) 117-129.
\item Lai, Y.J. and Hwang, C.L. :
A New Approach to Some Possibilistic Linear Programming Problems.
{\em Fuzzy Sets and Systems} 49 (1992) 121-133.
\item Lai, Y.-J. \& Hwang, C.-L. :
Interactive Fuzzy Linear Programming,
{\em Fuzzy Sets and Systems} 45 (1992) 169-183.
\item Lai, Y.J. and Hwang, C.L. :
Possibilistic Linear Programming for Managing Interest Rate Risk.
{\em Fuzzy Sets and Systems} 54 (1993) 135-146.
\item Le\'{o}n, T. and Vercher, E.:
Solving a Class of Fuzzy Linear Programs by using Semi-Infinite Programming
Techniques,
{\em Fuzzy Sets and Systems} 146 (2004) 235-252.
\item Li, D.:
Properties of B-vex Fuzzy Mappings and Applications to Fuzzy Optimization,
{\em Fuzzy Sets and Systems} 94 (1998) 253-260.
\item Li, H.-L. and Yu, C.-S.:
Comments on “Fuzzy Programming with Nonlinear Membership Functions”,
{\em Fuzzy Sets and Systems} 101 (1999) 109-113.
\item Li, Y.P., Huang, G.H., Nie, X.H. and Nie, S.L.:
A Two-Stage Fuzzy Robust Integer Programming Approach for Capacity
Planning of Environmental Management Systems,
{\em European Journal of Operational Research} 189 (2008) 399-420.
\item Liou, Y.-C., Wu, S.-Y. and Yao, J.-C.: (E-Article)(Fuzzy Optimization)(Fuzzy Programming)
Bilevel Decision with Generalized Semi-Infinite Optimization for Fuzzy Mapping as Lower Level Problems,
{\em Fuzzy Optimization and Decision Making} 4 (2005) 41-50.
\item Liu, S.-T.: (Fuzzy Quadratic Programming)
Quadratic Programming with Fuzzy Paremeters: A Membership Function Approach,
{\em Chaos, Solitions and Fractals} (2007).
\item Liu, S.-T.:
A Revisit to Quadratic Programming with Fuzzy Parameters,
{\em Chaos, Solitions and Fractals} (2008).
\item Silva, R.C., Cruz, C. and Verdegay, J.L.:
Fuzzy Costs in Quadratic Programming Problems,
{\em Fuzzy Optimization and Decision Making} 12 (2013) 231-248
\item Lodwick, W.A.: (E-Article)(Fuzzy Programming)
Analysis of Structure in Fuzzy Linear Programming,
{\em Fuzzy Sets and Systems} 38 (1990) 15-26.
\item Lotfi, F.H., Allahviranloo, T., Jondabeh,M.A. and Alizadeh, L.: (Fuzzy Programming)(E-Article)
Solving A Full Fuzzy Linear Programming Using Lexicography Method and Fuzzy Approximate Solution,
{\em Applied Mathematical Modelling} 33 (2009) 3151-3156.
\item Luhandjula, M.K. :
Linear Programming with a Possibilistic Objective Function.
{\em European Journal of Operations Research} 31 (1987) 110-117.
\item Luhandjula, M.K. :
Fuzzy Optimization : An Appraisal.
{\em Fuzzy Sets and Sustems} 30 (1989) 257-282.
\item Luhandjula, M.K., Ichihashi, H. and Inuiguchi, M. :
Fuzzy and Semi-infinite Mathematical Programming.
{\em Information Sciences} 61 (1992) 233-250.
\item Mahdavi-Amiri, N. and Nasseri, S.H.:
Duality Results and a Dual Simplex Method for Linear Programming
Problems with Trapezoidal Fuzzy Variables,
{\em Fuzzy Sets and Systems} 158 (2007) 1961-1978.
\item Maleki, H.R., Tata, M. and Mashinchi, M.: (E-Article)(Fuzzy Programming)
Linear Programming with Fuzzy Variables,
{\em Fuzzy Sets and Systems} 109 (2000) 21-33.
\item Mohamed, R.H. :
The Relationship between Goal Programming and Fuzzy Programming,
{\em Fuzzy Sets and Systems} 89 (1997) 215-222.
\item Najafi, H.S., Edalatpanah, S.A. and Dutta, H.: (Fuzzy Programming)(E-Article)
A Nonlinear Model for Fully Fuzzy Linear Programming with Fully Unrestricted Variables and Parameters,
{\em Alexandria Engineering Journal} 55 (2016) 2589-2595.
\item Nakamura, K. :
Some Exrensions of Fuzzy Linear Programming.
{\em Fuzzy Sets and Systems} 14 (1984) 211-229.
\item Nasseri, S.H., Behmanesh, E., Taleshian, F., Abdolalipoor, M. and Taghi-Nezhad, N.A.: (Fuzzy Programming)(E-Article)
Fully Fuzzy Linear Programming with Inequality Constraints,
{\em International Journal of Industrial Mathematics} 5 (2013) 309-316.
\item Negi, D.S. \& Lee, E.S. :
Possibility Programming by the Comparison of Fuzzy Numbers,
{\em Computers Math. Applic.} 25 (1993) 43-50.
\item Negoita, C.V., Flondor, P. and Sularia, M. :
On Fuzzy Environment in Optimization Problems.
{\em Modern Trends in Cybernetics and Systems Vol 2}
(Eds : Rose, J. and Bilciu, C.)
\item Negoita, C.V. and Ralescu, D.A. :
On Fuzzy Optimization.
{\em Kybernetes} 6 (1977) 193-195.
\item Negoita, C.V. :
The Current Interest in Fuzzy Optimization.
{\em Fuzzy Sets and Systems} 6 (1981) 261-269.
\item Noghin, C.D. :
Upper Estimate for a Fuzzy Set of Nondominated Solutions.
{\em Fuzzy Sets and Systems} 67 (1994) 303-315.
\item Orlovsky, S.A. :
On Programming with Fuzzy Constraint Sets.
{\em Kybernetes} 6 (1977) 197-201.
\item Orlovsky, S.A.:
Decision-Making with a Fuzzy Preference Relation,
{\em Fuzzy Sets and Systems} 1 (1978) 155-167.
\item Orlovsky, S.A.:
On Formalization of a General Fuzzy Mathematical Problem,
{\em Fuzzy Sets and Systems} 3 (1980) 311-321.
\item Panigrahi, M., Panda, G. and Nanda, S.:
Convex Fuzzy Mapping with Differentiability and Its Application in
Fuzzy Optimization,
{\em European Journal of Operational Research} 185 (2008) 47-62.
\item Ram\'{i}k, J.:
Extension Principle in Fuzzy Optimization,
{\em Fuzzy Sets and Systems} 19 (1986) 29-35.
\item Ram\'{i}k, J.:
Optimal Solutions in Optimization Problem with Objective Functions Depending on Fuzzy Parameters,
{\em Fuzzy Sets and Systems} 158 (2007) 1873-1881.
\item Ram\'{i}k, J. and Rommelfanger, H. :
A Single- and a Multi-Valued Order on Fuzzy Numbers and Its Use in
Linear Programming with Fuzzy Coefficients.
{\em Fuzzy Sets and Systems} 57 (1993) 203-208.
\item Ram\'{i}k, J. and Rommelganfer, H. :
Fuzzy Mathematical Programming Based on Some New Inequality Relations,
{\em Fuzzy Sets and Systems} 81 (1996) 77-87.
\item Ram\'{i}k, J. and Vlach, M.: (Fuzzy Programming)(E-Article)
Fuzzy Mathematical Programming: A Unified Approach Based on Fuzzy Relations,
{\em Fuzzy Optimization and Decision Making} 1 (2002) 335-346.
\item Ram\'{i}k, J. and Vlach, M.: (Fuzzy Programming)(E-Article)
Intuitionistic Fuzzy Linear Programming And Duality: A Level Sets Approach,
{\em Fuzzy Optimization and Decision Making} 15 (2016) 457-489.
\item Rommelfanger, H.:
Interactive Decision Making in Fuzzy Linear Optimization Problems,
{\em European Journal of Operational Research} 41 (1989) 210-217.
\item Rommelfanger, H., Hanuscheck, R. and Wolf, J. :
Linear Programming with Fuzzy Objectives.
{\em Fuzzy Sets and Systems} 29 (1989) 31-48.
\item Rong, A. and Lahdelma, R.:
Fuzzy Chance Constrained Linear Programming Model for Optimizing the Scrap Charge in Steel Production,
{\em European Journal of Operational Research} 186 (2008) 953-964.
\item Saade, J.J. :
Maximization of a Function over a Fuzzy Domain.
{\em Fuzzy Sets and Systems} 62 (1994) 55-70.
\item Safi, M.R., Maleki, H.R. and Zaeimazad, E.: (E-Article)(Fuzzy Programming)
A Geometric Approach For Solving Fuzzy Linear Programming Problems,
{\em Fuzzy Optimization and Decision Making} 6 (2007) 315-336.
\item Sakawa, M. and Yano, H. :
An Interactive Fuzzy Satisficing Method Using Augmented Minimax Problems and Its Application to Environmental Systems.
{\em IEEE Transactions on Systems, Man and Cybernetics} Vol. SMC-15, \#6 (1985) 720-729.
\item Sakawa, M. and Yano, H. :
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Fuzzy Programming Technique to Solve Multi-Objective Transportation Problems
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Fuzzy Goal Programming.
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Linear Programming with Multiple Fuzzy Goals.
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Contrasting Fuzzy Goal Programming and Fuzzy Mulicriteria Programming.
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A Tolerance Approach to the Fuzzy Goal Programming Problems with Unbanlanced
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Fuzzy Goal Programming with Multiple Priorities via Generalized Varying-Domain
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Goal Programming in a Fuzzy Environment.
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Fuzzy Multiobjective Programming.
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Stability of Multiobjective NLP Problems with Fuzzy Parameters in the Objectives
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Lexmaxmin in Fuzzy Multiobjective Decision-Making,
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Fuzzy Multi-Criteria Facility Location Problem,
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Bi-Criteria Multi Facility Location Problem in Fuzzy Environment,
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Fuzzy Programming Technique to Solve Multi-Objective Geometric Programming
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Fuzzy Programming Approach to Multiobjective Solid Transportation Problem,
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An Additive Fuzzy Programming Model for Multiobjective Transportation
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Fuzzy Programming and the Pareto Optimal Set.
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Multiobjective Possibilistic Linear prrogramming.
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Multi-Objective Fully Fuzzified Linear Programming,
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Using Ranking Functions in Multiobjective Fuzzy Linear Programming,
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Interdependence in Fuzzy Multiple Objective Programming.
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Multiobjective Linguistic Optimization,
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Redefining Chanve-Constrained Programming in Fuzzy Environment,
{\em Fuzzy Sets and Systems} 125 (2002) 327-333.
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Fuzzy Mathematical Programming for Multi Objective Linear Fractional
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Fuzzy Programming in Multiobjective Linear Programming – A Parametric Approach.
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A Fuzzy Interval Multiobjective Mixed Integer Programming Approach for the
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Solving Multiobjective Linear Programming Problems — A Generic Approach,
{\em Fuzzy Sets and Systems} 82 (1996) 35-38.
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Combining Fuzzy Iteration Model with Dynamic Programming to Solve
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Multi-Criteria Decision Making by Means of Fuzzy and Probabilistic Sets.
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An Approach to Multi-Criteria Decision Making Problems Using Probabilistic Set
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Multicriteria Analysis with Fuzzy Pairwise Comparison,
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Multiple Objective Linear Fractional Programming – A Fuzzy Set Theoretic
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Fuzzy Preference Modeling and Its Application to Multiobjective
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Computational Aspects and Applications of a Branch and Bound Algorithm for
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A Differential Equation Approach to Fuzzy Vector Optimization Problems and
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Weighted Coefficients in Two-Phase Approach for Solving the Multiple
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Multicriteria Fuzzy Decision-Making Problems Based on Vague Set Theory,
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A Fuzzy Dynamic Approach to the Multicriterion Resource Allocation Problem,
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Interactive Stability of Multiobjective Nonlinear Programming Problems with
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Fuzzy Multiple Objective Programming and Compromize Programming with Pareto
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Fuzzy Decision Making through Trade-off Analysis between Criteria,
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A Fuzzy Multiobjective Program with Quasiconcave Membership Functions and
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Fuzzy Approaches to Multicriteria de Novo Programs,
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Fuzzy MCDM Based on Ideal and Anti-Ideal Concepts,
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Multi-Criteria Decision-Making Methods Based on Intuitionistic Fuzzy Sets,
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A Fuzzy Programming Approach for Solving a Multiple Criteria and Multiple
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Compensatory Operators in Fuzzy Linear Programming with Multiple Objectives.
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Fuzzy Approaches for Multiple Objective Linear Fractional Optimization.
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On Characterization of Fuzzy Vectors and Its Applications to Fuzzy Mathematical Programming Problems,
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Numerical Approach of Multi-Objective Optimal Control Problem in Imprecise Environment,
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Reference Direction Interactive Method for Solving Multiobjective Fuzzy
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{\em European Journal of Operational Research} 107 (1998) 599-613.
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An Interactive Satisficing Method for Solving Multiobjective Mixed
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Equilibrium Solutions for Multiobjective Bimatrix Games Incorporating Fuzzy
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Equilibrium Solutions in Multiobjective Bimatrix Games with Fuzzy Payoffs and
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Fuzzy Multiple Choice Knapsack Problem,
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Stability of Multiobjective Nonlinear Programming Problems with Fuzzy
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Temporal Interdependence in Fuzzy MCDM Problems,
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Comparision of Methodologies for Fuzzy and Stochastic Multiobjective
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Exploring the Interface between Hierarchies, Miltiple Objectives and
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Interactive Multiobjective Decision-Making in Environmental Systems Using the
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Interactive Computer Programs for Fuzzy Linear Programming with Multiple
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Interactive Multiobjective Decision-Making Using Fuzzy Satisficing Intervals
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Interactive Multiobjective Decision-Making Using Fuzzy Satisficing
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Interative Decision Making for Large-Scale Multiobjective Linear Programs
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{\em Fuzzy Sets and Systems} 88 (1997) 161-172.
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An Interactive Fuzzy Satisficing Method for Structured Multiobjective
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An Interactive Fuzzy Satisficing Method for Multiobjective Block Angular
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An Interactive Fuzzy Satisficing Method for General Multiobjective 0-1
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An Interactive Fuzzy Satisficing Method for Large-Scale Multiobjective
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Interactive Decision Making for Multiobjective Linea Fractional
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Interactive Decision Making for Multiobjective Nonlinear Programming Problems
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An Interactive Fuzzy Satisficing Method for Multiobjective Nonlinear
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An Interactive Fuzzy Satisficing Method for Generalized Multiobjective Linear
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{\em Fuzzy Sets and Systems} 35 (1990) 125-142.
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Feasibility and Pareto Optimality for Multiobjective Nonlinear Programming
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{\em Fuzzy Sets and Systems} 43 (1991) 1-15.
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A Fuzzy Dual Decomposition Method for Large-Scale Multiobjective Nonlinear
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{\em Fuzzy Sets and Systems} 67 (1994) 19-27.
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Pareto Optimality for Multiobjective Linear Fractional Programming
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An Interactive Fuzzy Satisficing Method for Multiobjective Linear Programming
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Fuzzy Potential Solutions in Multi-criteria and Multi-constraint Level Linear
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Mixed Fuzzy-Probabilistic Programming Approach for Multiobjective
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Fuzzy Programming Approach to Multi-Objective Stochastic Programming
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Multiobjective Fuzzy Linear Programming Problems with Fuzzy Decision
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On a Fuzzy Set Approach to Solving Multiple Objective Linear Fractional
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MultipleCriteria Decision Problems with Fuzzy Domination Structures,
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Interactive Fuzzy Programming with Preference Criteria in Multiobjective
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Using Classification as an Aggregation Tool in MCDM,
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Fuzzy Programming Technique to Solve Multi-Objective Transportation Problems
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Fuzzy Geometric Programming with Several Objective Functions,
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Fuzzy Multicriteria Decision Making — An Overview,
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A Fuzzy Multiobjective Linear Programming,
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Multiple Attribute Decision Making Based on Fuzzy Preference Information
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A Three-Level Optimization Method for Fuzzy Large-Scale Multiobjective
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