BAYKASOGLU, A.; (2001), Moapps 1.0: Aggregate Production Planning
Using the Multiple-Objective Tabu Search, International Journal of
Production Research, 39, ss. 36853702.
BELLMAN, R.E. ve L.A. ZADEH; (1970), Decision Making in a Fuzzy
Environment, International Journal of Management Science,
17,ss. 141-164.
BUXEY,G.; (2003), Strategy not Tactics Drives Aggregate Planning,
International Journal of Production Economics 85(3), ss. 331346.
BYRNE, M. D. ve M. A BAKIR.; (1999), Production Planning Using a
Hybrid SimulationAnalytical Approach International Journal of
Production Economics, 59, ss. 305311.
BOWMAN, E. H.; (1956), Production Scheduling by the Transportation
Method of Linear Programming, Operations Research, 4, ss. 100
103
BOWMAN, E. H.; (1963) Consistency and Optimality in Managerial Decision
Making, Management Science 9, ss. 310321.
CHARNES, A. ve W. W. COOPER; (1961), Management Models and
Industrial Application of Linear Programming, Vol. 1, Wiley, New
York, 467s
CHASE, B., N.J. AQU LANO ve F.R. JACOBS; (1998), Production and
Operations Management, Eight Edition, McGraw-Hill,Boston,USA,
880s
CHEN, L. H. ve F. C. TSA ; (2001), Fuzzy Goal Programming with Different
Importance and Priorities, European Journal of Operational
Research, 1333, ss. 548-556.
DANTZIG, G. B.; (1955), Linear Programming Under Uncertainty,
Management Science, 1, ss. 197206.
DOBOS, I.; (2003), Optimal ProductionInventory Strategies for a HMMSType
Reverse Logistics System, International Journal of
Production Economics 8182, ss. 351360
FAH MN A, B., ,L.H.S. LUONG ve R. M. MAR AN; (2006), Modeling and
Optimization of Aggregate Production Planning - A Genetic
Algorithm Approach Proceedings of World Academy of Science,
Engineering and Technology, 15, ss. 169-174.
FENG, Y.J.; (1983) A Method Using Fuzzy Mathematical Programming to
Solve the Vector Maximum Problem, Fuzzy Sets and Systems, 9, ss.
129-136.FUNG, R.Y.K., J. TANG ve D. WANG; (2003), Multiproduct Aggregate
Production Planning with Fuzzy Demands and Fuzzy Capacities,
IEEE Transactions on Systems, Man, and CyberneticsPart A:
Systems and Humans, 33(3), ss. 302313.
GNON , M.G., R. IAVAGN L O, G. MOSSA, G. MUMMOLO ve A.D.
LEVA; (2003), Production Planning of a Multi-Site Manufacturing
System by Hybrid Modelling: A Case Study from the Automotive
Industry, International Journal of Production Economics, 85(2),
ss. 251262.
HOLT, C., F. MODIGLIANI ve H. A. SIMON; (1955), A Linear Decision
Rule for Production Employment Scheduling, Management Science,
2, ss. 1-30.
JONES, C.H.; (1967) Parametric Production Planning, Management
Science, 13, ss. 843866.
HUNG, Y. F. ve Y. C. HU; (1998), Solving Mixed Integershadow Price
Information, Computers and Operations Research, 25, ss. 10271042.
HUNG, Y. F., C. C. SHIH, ve C. P. CHEN; (1999), Evolutionary Algorithms
for Production Planning Problems with Setup Decisions, Journal of
the Operational Research Society, 50, ss. 857866.
JOLAYEM , J.K. ve F.O. OLORUNN WO; (2004), A Deterministic Model
for Planning Production Quantities in a Multi-Plant, Multi-Warehouse
Environment with Extensible Capacities, International Journal of
Production Economics, 87(2), ss. 99113.
KALL, P. ve S. W. WALLACE; (1994), Stochastic Programming Wiley -
John &Sons, 320s.
LEE, Y.Y.; (1990), Fuzzy Set Theory Approach to Aggregate Production
Planning and Inventory Control, Ph.D. Dissertation, Department of
I.E., Kansas State University.
MASUD, S.M. ve C.L. HWANG; (1980), An Aggregate Production Planning
Model and Application of Three Multiple Objective Decision Methods,
International Journal of Production Research, 18, ss. 741752.
MEZGHANI, M., REBAI, A., DAMMAK ve A., LOUKIL, T.; (2008), A Goal
Programming Model for Aggregate Production Planning Pproblem,
International Journal of Operational Research, 4(1), ss. 23-34
MOHAMED, R.H.; (1997), The Relationship Between Goal Programming and
Fuzzy Programming, Fuzzy Sets and Systems, 89, ss. 215222.
NAM, S. J. ve R. LOGENDRAN; (1992), Aggregate Production PlanningA
Survey of Models and Methodologies European Journal of
Operational Research, 61, ss. 255272.NARAS MHAN, R.; (1980), Goal Programming in Fuzzy Environment,
Decision Science, 11, ss. 326-335.
NARAS MHAN, R. ve P.A. RUB N; (1984) Fuzzy Goal Programming with
Nested Priorities, Fuzzy Sets and Systems, 14, ss. 115129.
OZDAMAR, L., M. A., BOZYEL ve S. I. BIRBIL; (1998), A Hierarchical
Decision Support System for Production Planning (With Case Study),
European Journal of Operational Research, 104, ss. 403422.
RAMIK, J.; (2000), Fuzzy Goals and Fuzzy Alternatives in Goal Programming
Problems, Fuzzy Sets and Systems, 111, ss. 8186.
SAAD, G.; (1982), An Overview Of Production Planning Model: Structure
Classification and Empirical Assessment, International Journal of
Production Research, 20, ss. 105114.
SH , Y. ve C. HAASE; (1996), Optimal Trade-Offs of Aggregate Production
Planning with Multi-Objective and Multi-Capacity-Demand Levels,
International Journal of Operations and Quantitative
Management, 2(2), ss. 127143.
STEPHEN, C.H.L., Y. WU ve K.K. LA ; (2003), Multi-Site Aggregate
Production Planning with Multiple Objectives: A Goal Programming
Approach, Production Planning and Control, 14(5), ss. 425436.
STEPHEN, C. H., LEUNG ve YUE WU; (2004), A Robust Optimization Model
for Stochastic Aggregate Production Planning, Production
Planning and Control, 15(5), ss. 502514.
TANG, J., R.Y.K. FUNG ve K.L. YONG; (2003), Fuzzy Modelling and
Simulation for Aggregate Production Planning, International
Journal of Systems Science, 34(12), ss. 661673.
TANG, J., D. WANG ve R.Y.K. FUNG;(2000) Fuzzy Formulation for Multi-
Product Aggregate Production Planning, Production Planning and
Control, 11, ss. 670676.
TAUBERT, W.H.; (1968), A Search Decision Rule for the Aggregate
Scheduling Problem, Management Science, 14, ss. 343359.
T WAR R.N, S. DHARMAR ve J.R. RAO; (1986), Priority Structure in
Fuzzy Goal Programming, Fuzzy Sets and Systems,19, ss. 251259.
TIWARI, R. N., S. DHARMAR ve J.R. RAO; (1987), Fuzzy Goal Programming:
An Additive Model, Fuzzy Sets and Systems, 24, ss. 27-34.
WANG, R. C. ve H. H. FANG; (2000), Aggregate Production Planning in A
Fuzzy Environment. International Journal of Industrial
EngineeringTheory, Applications, and Practice, 7, ss. 514.WANG H.F. ve C.C. FU; (1997) A Generalization of Fuzzy Goal
Programming with Preemptive Structure, Computers & Operations
Research, 24, ss. 819828.
WANG, D. ve S. C. FANG; (1997), A Genetics-Based Approach for
Aggregated Production Planning in a Fuzzy Environment, IEEE
Transactions on Systems, Man, and CyberneticsPart A: Systems
and Human, 27, ss. 636645.
WANG, R.C. ve T.F. LIANG; (2001), Aggregate Production Planning with
Multiple Objectives in a Fuzzy Environment, European Journal of
Operational Research, 133, ss. 521536.
WANG, R.C. ve T.F. LIANG; (2004), Application of Fuzzy Multi-Objective
Linear Programming to Aggregate Production Planning, Computers
and Industrial Engineering, 46(1), ss. 1741.
YAGER, R.R.; (1979), Mathematical Programming with Fuzzy Constraints
and Preference on the Objectives, Kybernetes, 8, ss. 285-291.
YAGHOOBl, M. A., D. F. JONES ve TAMIZ, M.; (2008), Weighted Additive
Models for Solving Fuzzy Goal Programming Problems Asia-Pacific
Journal of Operational Research, 25, ss. 715-733.
Y NG-YUNG, F.; (1983), A Method Using Fuzzy Mathematics to Solve
Vector Maximum Problem, Fuzzy Sets and Systems, 9, ss. 142-149.
ZADEH, L. A.; (1965), Fuzzy Sets, Information and Control, 8, ss. 338-
353.
ZIMMERMANN, H. J.; (1978), Fuzzy Programming and Linear Programming
with Several Objective Functions, Fuzzy Sets and System, 1, ss. 45
55.
Z MMERMANN, H.J.; (1981), Fuzzy Mathematical Programming,
Computers and Operations Research, 4, ss. 291-298.
Thank you for copying data from http://www.arastirmax.com