Ekonomik Sipariş ve Üretim Miktarı Modellerinde Yeni Açılımlar
Yıl 2009,
Cilt: 14 Sayı: 3, 383 - 406, 01.09.2009
Yrd.Doç.Dr.Harun Sulak
Doç.Dr.Abdullah Eroğlu
Kaynakça
- ABAD, P. L. (1988), “Joint Price and Lot-Size Determination When Supplier Offers Incremental Quantity Discounts”, Journal of the Operational Research Society, 39, ss. 603-607.
- ABAD, P. L. (2000), “Optimal Lot Size for Perishable Good under Conditions of Finite Production and Partial Backordering and Lost Sale”, Computers and Industrial Engineering, 38 (4), ss. 457-465.
- ABAD, P. L. (2001), “Optimal Price and Order Size for a Reseller under Partial Backordering”, Computers and Operations Research, 28 (1), ss. 53-65. 4.
- ABAD, P. L. (2003), “Optimal Pricing and Lot-Sizing under Conditions of Perishability, Finite Production and Partial Backordering and Lost Sale”, European Journal of Operational Research, 144 (3), ss. 677-685.
- ALAMRI, A. A. ve BALKHI, Z. T. (2007), “The Effects of Learning and Forgetting on the Optimal Production Lot Size for Deteriorating Items With Time Varying Demand and Deterioration Rates”, International Journal of Production Economics, 107 (1), ss. 125-138.
- ARCELUS, F. J., SHAH, N. H. ve SRINIVASAN, G. (2001), “Retailers Response to Special Sales: Price Discount vss. Trade Credit”, Omega, 29, ss. 417-428.
- ARCELUS, F. J., SHAH, N. H. ve SRINIVASAN, G. (2003), “Retailer's Pricing, Credit and Inventory Policies for Deteriorating Items in Response to Temporary Price/Credit Incentives”, International , 81-82, ss. 153-162.
- BALKHI, Z. T. (1999), “On the Global Optimal Solution to an Integrated Inventory System with General Time Varying Demand Production and Deterioration Rates”, European Journal of Operational Research, 114, ss. 29-37.
- BALKHI, Z. T. ve BENKHEROUF, L. (1996), “A Production Lot Size Inventory Model for Deteriorating Items and Arbitrary Production and Demand Rates”, European Journal of Operational Research, 92, ss. 302-309.
- BEEK, P. V., BREMER, A. ve PUTTEN, C. V. (1985), “Design and Optimization of Multi-Echelon Assembly Networks: Saving and Potentialities”, Europen Journal of Operational Research, 19, ss. 57-67. BEN-DAYA, M. (1999), “Integrated Production Maintenance and Quality Model Using the Imperfect Maintenance Concept”, IIE Transactions, 31, ss. 491-501.
- BEN-DAYA, M. (2002), “The Economic Production Lot-Sizing Problem with Imperfect Production and Imperfect Maintenance”, International Journal of Production Economics, 76, ss. 257-264.
- BEN-DAYA, M. ve MAKHDOUM, M. A. (1998), “Integrated Production Maintenance and Quality Model under Various Preventive Maintenance Policies”, Journal of the Operational Research Society, 49, ss. 840-853.
- BERG, M., POSNER, M. J. M. ve ZHAO, H. (1994), “Production Inventory Systems with Unreliable Machines”, Operations Research, 42, ss. 111-118.
- BHUNIA, A. K. ve MAITI, M. (1998), “Deterministic Inventory Model for Deteriorating Items with Finite Rate of Replenishment Dependent on Inventory Level”, Computational. Operations Research, 25, ss. 907-1006.
- BHUNIA, A. K. ve MAITI, M. (1999), “An Inventory Model of Deteriorating Items with Lot-Size Dependent Replenishment Cost and a Linear Trend in Demand”, Applied Mathematical Modelling, 23 (4), ss. 301-308.
- BRETTHAUER, K. M., SHETTY, B., SYAM, S. ve VOKURKA, R. J. (2006), “Production and Inventory Management under Multiple Resource Constraints”, Mathematical and Computer Modelling, 44 (1- 2), ss. 85-95.
- BURWELL, T. H., DAVE, D. S., FITZPATRICK, K. E. ve ROY, M. R. (1991), “An Inventory Model with Planned Shortages and Price- Dependent Demand”, Decision Sciences, 27, ss. 1188-1191.
- CARDENAS-BARRON, L. E. (2001), “The Economic Production Quantity (EPQ) with Shortage Derived Algebraically”, International , 70 (3), ss. 289-292.
- CHAKRABORTY, T., GIRI, B. C. ve CHAUDHURI, K. S. (2008), “Production Lot Sizing with Process Deterioration and Machine Breakdown”, European Journal of Operational Research, 185 (2), ss. 606-618.
- CHANG, C. T. ve TENG, J. T. (2004), “Retailer’s Optimal Ordering Policy under Supplier Credits”, Mathematical Methods of Operations , 60, ss. 471-483.
- CHASE, R. B. ve AQUILANO, N. J. (1981), Production and Operations Management: A life Cycle Approach, Third Edition, Irwin, USA.
- CHEN, M. S. ve CHU, M. C. (2001), “The Analysis of Optimal Price Control Model in Matching Problem Between Production and Sales”, Asia-Pacific Journal of Operational Research, 18, ss. 131-148.
- CHOWDHURY, M. R. ve SARKER, B. R. (2001), “Manufacturing Batch Size and Ordering Policy for Products with Shelf Lives”, International Journal of Production Research, 39 (7), ss. 1405-142.
- CHUNG, K. J. (1997), “Bounds for Production Lot Sizing with Machine Break Down”, Computer and Industrial Engineering, 32, ss. 139-144
- CHUNG, K. J. (1998), “A Theorem on the Determination of Economic Order Quantity under Conditions of Permissible Delay in Payments”, Computer and Operations Research, 25, ss. 49-52.
- CHUNG, K. J. (2003), “An Algorithm for an Inventory Model with Inventory-Level-Dependent Demand Rate”, Computers and Operations , 30, ss. 1311-1317.
- CHUNG, K. J. ve LIN, C. N. (2001), “Optimal Inventory Replenishment Models for Deteriorating Items Taking Account of Time Value of Money”, Computers and Operations Research, 28, ss. 67-83.
- CHUNG, K. J., CHU, P. ve LAN, S. P. (2000), “A Note on EOQ Models for Deteriorating Items under Stock Dependent Selling Rate”, European Journal of Operational Research, 124, ss. 550-559.
- COBBAERT, K. ve OUDHEUSDEN, D. V. (1996), “Inventory Models for Fasy Moving Spare Parts Subject to Sudden Death Obsolescence”, International Journal of Production Economics, 44, ss. 239-248.
- DEMİR, H. ve GÜMÜŞOĞLU, Ş. (1998), Üretim Yönetimi (İşlemler Yönetimi), Beta Yayınevi, İstanbul.
- DYE, C. Y. (2007), “Joint Pricing and Ordering Policy for a Deteriorating Inventory with Partial Backlogging”, Omega, 35 (2), ss. 184-189.
- DYE, C. Y., HSIEH, T. P. ve OUYANG, L. Y. (2007), “Determining Optimal Selling Price and Lot Size with a Varying Rate of Deterioration and Exponential Partial Backlogging”, European Journal of Operational Research, 181 (2), ss. 668-678.
- ELSAYED, E. A. ve TERESI, C. (1983), “Analysis of Inventory System with Deteriorating Items”, International Journal of Production , 21, 449- 460.
- EROĞLU, A. (2002), Deterministik Envanter Modelleri, Fakülte Kitabevi, Isparta.
- EROĞLU, A. ve GÜLTEKİN, Ö. (2007), “An Economic Order Quantity Model with Defective Items and Shortages”, International Journal of Production Economics, 106 (2), ss. 544-549.
- EVANS, J. R. (1993), Applied Production and Operations Management, West Publishing Company, New York.
- GAITHER, N. (1992), Production and Operation Manegement, Fifth Edition, The Dryden Pres, New York.
- GIRI, B. C. ve CHAUDHURI, K. S. (1998), “Deterministic Models of Perishable Inventory with Stock-Dependent Demand Rate and Nonlinear Holding Cost”, European Journal of Operational Research, 105, ss. 467-474.
- GIRI, B. C., CHAKRABARTY, T. ve CHAUDHURI, K. S. (2000), “A Note on a Lot Sizing Heristic for Deteriorating Items with Time- Varying Demands and Shortages”, Computers and Operations , 27 (6), ss. 495-505.
- GIRI, B. C., JALAN, A. K. ve CHAUDRI, K. S. (2005), “An Economic Production Lot Size Model with Increasing Demand, Shortage and Partial Backlogging”, International Transactions in Operations Research, 12 (2), ss. 235-245.
- GOYAL, S. K. (1985), “Economic Order Quantity under Conditions of Permissible Delay in Payments”, Journal of the Operational Research Society, 36, ss. 35-38.
- GOYAL, S. K. ve CARDENAS-BARRON, L. E. (2002), “Note on: Economic Production Quantity Model for Items with Imperfect Quality-A Practical Approach”, International Journal of Production Economics, 77, ss. 85-87.
- GOYAL, S. K. ve GIRI, B. C. (2001), “Recent Trends in Modeling of Deteriorating Inventory”, Europen Journal of Operational Research, 134, ss. 1-16.
- GOYAL, S. K. ve GIRI, B. C. (2003), “The Production-Inventory Problem of a Product with Time Varying Demand, Production and Deterioration Rates”, European Journal of Operational Research, 147, ss. 549-557.
- GROENEVELT, H., PINTELON, L. ve SEIDMANN, A. (1992a), “Production Lot Sizing with Machine Breakdowns, Management Science, 38, 104-123.
- GROENEVELT, H., PINTELON, L. ve SEIDMANN, A. (1992b), “Production Batching with Machine Break Down and Safety Stocks, Operations Research, 40, ss. 959-971.
- GRUBBSTROM, R. W. ve ERDEM, A. (1999), “The EOQ with Backlogging Derived without Derivatives”, International Journal of Production Economics, 59, ss. 529-530.
- HAKSEVER, C. ve MOUSSOURAKIS, J. (2005), “A Model for Optimizing Multi-Product Inventory Systems with Multiple Constraints”, International Journal of Production Economics, 97 (1), ss. 18-30.
- HARIGA, M. A. (1995a), “An EOQ Model for Deteriorating Items with Shortage and Time-Varying Demand, Journal of the Operational Research Society, 46 (4), ss. 398-404.
- HARIGA, M. A. (1995b), “Lot Sizing Models for Deteriorating Items with Time-Dependent Demand”, International Journal of Systems Science”, 26, ss. 2391-2401.
- HARIGA, M. A. ve BEN-DAYA, M. (1996), “Optimal Time Varying Lot-Sizing Models under Inflationary Conditions”, European Journal of Operational Research, 89, ss. 313-325.
- HARIGA, M. A. ve BEN-DAYA, M. (1998), “Note: The Economic Manufacturing Lot-Sizing Problem with Imperfect Production Processes: Bounds and Optimal Solutions”, Naval Research Logistics, 45 (4), ss. 423-433.
- HOU, K. L. (2006), “An Inventory Model for Deteriorating Items with Stock-Dependent Consumption Rate and Shortages under Inflation and Time Discounting”, European Journal of Operational Research, 168 (2), ss. 463-474.
- HUANG, Y. F. (2004), “Optimal Inventory Control under Conditions of Permissible Delay in Payments Derived without Derivatives”, Journal of Applied Sciences, 4 (2), ss. 287-291.
- HUANG, Y. F. (2006), “An Inventory Model under Two Levels of Trade Credit and Limited Storage Space Derived without Derivatives”, Applied Mathematical Modelling, 30 (5), ss. 418-436.
- HUANG, Y. F. (2007), “Economic Order Quantity under Conditionally Permissible Delay in Payments”, European Journal of Operational Research, 176 (2), ss. 911-924.
- HUANG, Y. F.( 2003), “Optimal Retailers Ordering Policies in the EOQ Model under Trade Credit Financing”, Journal of the Operational Research Society, 54, ss. 1011-1015.
- HWANG, H. ve SHINN, S. W. (1997), “Retailer's Pricing and Lot Sizing Policy for Exponentially Deteriorating Products under the Condition of Permissible Delay in Payments”, Computers and Operations Research, 6 (6), ss. 539-547.
- HWANG, H., MOON, D. H. ve SHINN, S. W. (1990), “An EOQ Model with Quantity Discounts for Both Purchasing Price and Freight Cost”, Computers and Operations Research, 17, ss. 73-78.
- JABER, M. Y. ve BONNEY, M. (1996), “Production Breaks and the Learning Curve: The Forgetting Phenomenon”, Applied Mathematical Modelling, 20, ss. 162-169.
- JABER, M. Y. ve BONNEY, M. (1999), “The Economic Manufactured/Order Quantity (EMQ/EOQ) and the Learning Curve: Past, Present and Future, International Journal of Production Economics, 59, ss. 93-102.
- JABER, M. Y. ve BONNEY, M. (2003), “Lot Sizing with Learning and Forgetting in Set-ups and in Product Quality”, International Journal of Production Economics, 83 (1), ss. 95-111.
- JAMAL, A. M. M., SARKER, B. R. ve WANG, S. (2000), “Optimal Payment Time for a Retailer under Permitted Delay of Payment by the Wholesaler”, International Journal of Production Economics, 66, ss. 59-66.
- KAR, S., BHUNIA, A. K. ve MAITI, M. (2001), “Inventory of Multi- Deteriorating Items Sold from Two Shops under Single Management with Constraints on Space and Investment” Computers and Operations , 28 (12), ss. 1203-1221.
- KARAÖZ, M. (2003), Öğrenme ve Farklı Talep Fonksiyonlarını İçeren Ekonomik Üretim Miktarı Model Önerileri, Yayınlanmamış Doktora Tezi, Süleymen Demirel Üniversitesi, Sosyal Bilimler Enstitüsü, Isparta.
- KEACHIE, E. C. ve FORTANA, R. J. (1966), “The Effect of Learning on Optimal Size”, Management Science, 13 (2), ss. 102-108.
- KHANRA, S. ve CHAUDHURI, K. S. (2003), “A Note on an Order- Level Inventory Model for a Deteriorating Item with Time-Dependent Quadratic Demand”, Computers and Operations Research, 30, ss. 1901-1916.
- KIM, K. H. ve HWANG, H. (1988), “An Incremental Discount-Pricing Schedule with Multiple Customers and Single Price Break”, European Journal of Operational Research, 35, ss. 71-79.
- LEE, H. L. ve ROSENBLATT, M. J. (1989), “A Production and Maintenance Planning Model With Restoration Cost Dependent on Detection Delay”, IIE Transactions, 21, ss. 368-375.
- LEE, J. S. ve PARK, K. S. (1991), “Joint Determination of Production Cycle and Inspection Intervals In a Deteriorating Production System”, Journal of the Operational Research Society, 42, ss. 775-783.
- LEVIN, R. I., MC LAUGHLIN, C. P., LAMONE, R. P. ve KOTTAS, J. F. (1972), Productions/Operations Management: Contemporary Policy for Managing Operating Systems, McGraw Hill, New York.
- LIAO, H. C. ve CHEN, Y. K. (2003), “Optimal Payment Time for Retailer’s Inventory System”, International Journal of Systems Science, 34 (4), ss. 245-253.
- LIAO, J. J. (2007), “On an EPQ Model for Deteriorating Items under Permissible Delay in Payments”, Applied Mathematical Modeling, 31, ss. 393-403.
- LIAO, J. J. (2008), “An Inventory Control System under Deferrable Delivery Conditions”, Mathematical and Computer Modelling, 47 (3- 4), ss. 247-258.
- LIN, C. S., CHEN, C. H. ve KROLL, D. E. (2003), “Integrated Production-Inventory Models for Imperfect Production Processes under Inspection Schedules”, Computers and Industrial Engineering, 44, ss. 633-650.
- LIN, T. M., TSENG, S. T. ve LIOU, M. J. (1991), “Optimal Inspection Schedule in the Imperfect Production System under General Shift Distribution”, Journal of the Chinese Institute of Industrial Engineers, 8, (2), ss. 73-81.
- LIOU, M. J., TSENG, S. T. ve LIN, T. M. (1994), “The Effects of Inspection Errors to The Imperfect EMQ Model”, IIE Transactions, 26, ss. 42-51.
- LIU, B. ve CAO, J. (1999), “Analysis of a Production Inventory System With Machine Breakdowns and Shutdowns”, Computers and Operations Research, 26 (1), ss. 73-91.
- MADDAH, B. ve JABER, M. Y. (2008), “Economic Order Quantity for Items With Imperfect Quality: Revisited”, International Journal of Production Economics, 112 (2), ss. 808-815.
- MAKIS, V. (1998), “Optimal Lot Sizing and Inspection Policy for an EMQ Model With Imperfect Inspections”, Naval Research Logistics, 45, ss. 165-186.
- MAKIS, V. ve FUNG, J. (1998), “An EMQ Model With Inspections and Random Machine Failures”, Journal of the Operational Research Society, 49, ss. 66-76.
- MALONEY, B. M. ve KLEIN, C. M. (1993), “Constrained Multi-Item Inventory Systems: an Implicit Approach”, Computers and Operations Research, 20 (6), ss. 639-649.
- MISRA, R. B. (1975), “Optimal Production Lot-Size Model for a System with Deteriorating Inventory”, International Journal of Production Research, 13, ss. 495-505.
- MISRA, R. B. (1979), “A Study of Inflation Effects on Inventory System”, Logistics Spectrum, 9 (3), ss. 260-268.
- MONDAL, B., BHUNI, A. K. ve MAITI, M. (2003), “An Inventory System of Ameliorating Items for Price Dependent Demand Rate”, Computers and Industrial Engineering, 45, ss. 443-456.
- MOON, I. ve LEE, S. (2000), “The Effects of Inflation and Time Value of Money on an Economic Order Quantity Model with a Random Product Life Cycle, European Journal of Operational Research, 125, MOON, I., GIRI, B. C. ve KO, B. (2005), “Economic Order Quantity Models for Ameliorating/Deteriorating Items under Inflation and Time Discounting”, European Journal of Operational Research, 162, ss. 773-785.
- NAHMIAS, S. (1982), “Perishable Inventory Teory: A Review”, Operations Research, 30 (3), ss. 680-708.
- NAHMIAS, S. (1993), Production and Operations Analysis, Second Edition, Irwin Publishing.
- OUYANG, L. Y., TENG J. T., CHUANG, K. W. ve CHUANG, B. R. (2005), “Optimal Inventory Policy with Non-instantaneous Receipt under Trade Credit”, International Journal of Production Economics, 98, ss. 290-300.
- PADMANABHAN, G. ve VRAT, P. (1990), “Inventory Model with a Mixture of Backorder and Lost Sales”, International Journal of Systems Science, 21, ss. 1721 1726.
- PAPACHRISTOS, S. ve KONSTANTARAS, I. (2006), “Economic Ordering Quantity Models for Items With Imperfect Quality, International Journal of Production Economics, 100 (1), ss. 148-156.
- RAAFAT, F. (1991), “Survey of Literature on Continuesly Deteriorating Inventory Model”, Journal of the Operational Research Society, 42, ss. 27-37.
- RAHIM, M. A. (1994), “Joint Determination of Production Quantity, Inspection Schedule, and Control Chart Design”, IIE Transactions, 26, ss. 2-11.
- RAY, J. ve CHAUDHURI, K. (1997), “An EOQ Model with Stock- Dependent Demand, Shortage, Inflation and Time Discounting”, International Journal of Production Economics, 53, ss. 171-180.
- ROSENBLATT, M. J. ve ROTHBLUM, U. G. (1990), “On the Single Resource Capacity Problem for Multi-Item Inventory Systems”, Operations Research, 38, ss. 686-693.
- SALAMEH, M. K. ve JABER, M. Y. (2000), “Economic Production Quantity Model for Items with Imperfect Quality”, International Journal of Production Economics, 64, ss. 59-64.
- SALAMEH, M. K., ABDUL-MALAK, M. U. ve JABER, M, Y. (1993), “Mathematical Modelling of the Effect of Human Learning in the Finite Production Inventory Model”, Applied Mathematical Modelling, 17, ss. 613-615.
- SAN JOSE, L. A., SICILIA, J. ve GARCIA-LAGUNA, J. (2005), “An Inventory System with Partial Backlogging Modelled According to a Linear Function”, Asia-Pasific Journal of Operations Research, 22 (2), SANA, S. S. ve CHAUDHURI, K. S. (2000), “An Alternative Analytical Approach for the Optimal Inventory Replenishment Policy for a Deteriorating Item with a Time Varying Demand”, Proceedings of National Academic Science of India, 70 ((a), III), ss. 281-293.
- SANA, S. S. ve CHAUDHURI, K. S. (2008), “A Deterministic EOQ Model with Delays in Payments and Price-Discount Offers”, European Journal of Operational Research, 184 (2), ss. 509-533.
- SANDBOTHE, R. A. ve THOMPSON, G. L. (1990), “A Forward Algorithm for the Capacitated Lot Size Model with Stockouts”, Operations Research, 38 (3), ss. 474-486.
- SANDBOTHE, R. A. ve THOMPSON, G. L. (1993), “Decision Horizons for the Capacitated Lot Size Model with Inventory Bounds and Stockouts”, Computers and Operations Research, 20 (5), ss. 455- 465.
- SARKER, B. R. ve PAN, H. (1994), “Effects of Inflation and the Time Value of Money on Order Quantity and Allowable Shortage”, International Journal of Production Economics, 34, ss. 65-72.
- SCHWALLER, R. L. (1988), “EOQ under Inspection Costs”, Production and Inventory Management, 29, ss. 22-35.
- SHARMA, S. (2004), “Optimal Production Policy with Shelf Life Including Shortages”, Journal of the Operational Research Society, 55 (8), ss. 902-909.
- SHARMA, S. (2006), “Incorporating Fractional Backordering in the Multi-Product Manufacturing Situation with Shelf Lives”, Journal of Engineering Manufacture, 220 (7), ss. 1151-1156.
- SHEEN, G. J. ve TSAO, Y. C. (2007), “Channel Coordination, Trade Credit and Quantity Discounts for Freight Cost”, Logistics and Transportation Review, 43, ss. 112-128.
- SHEU, S. H. ve CHEN, J. A. (2004), “Optimal Lot-Sizing Problem with Imperfect Maintenance and Imperfect Production”, International Journal of Systems Science, 35 (1), ss. 69-77.
- SILVER, E. A. (1995), “Dealing with a Shelf Life Constraint in Cyclic Scheduling by Adjusting Both Cycle Time and Production Rate”, International Journal of Production Research, 33 (3), ss. 623-629.
- SILVER, E. A., PYKE, D. F. ve PETERSON, R. (1998), Inventory Management and Production Planning and Scheduling, John Wiley Son, USA.
- SIPPER, D. ve BULFIN, R.. (1997), Production: Planning, Control and Integration, McGraw-Hill.
- SKOURI, K. ve PAPACHRISTOS, S. (2002), “A Continuous Review Inventory Model, with Deteriorating Items, Time-Varying Demand, Linear Replenishment Cost, Partially Time-Varying Backlogging”, Applied Mathematical Modelling, 26 (5), ss. 603-617.
- SRINIVASAN, M. M. ve LEE, H. S. (1996), “Production-Inventory Systems with Preventive Maintenance”, IIE Transactions, 28, ss. 879- 890.
- SU, C. T. ve LIN, C. W. (2001), “A Production Inventory Model Which Considers the Dependence of Production Rate on Demand and Inventory Level”, Production Planning and Control, 12, ss. 69-75.
- SULE, D. R. (1978), “The Effect of Alternative Periods of Learning and Forgetting on Economic Manifacturing Quantity”, AIIE Transactions, 10 (3), ss. 338-343.
- TENG, J. T. (1996), “A Deterministic Inventory Replenishment Model with a Linear Trend in Demand”, Operational Research Letter, 19, ss. 33-41.
- TENG, J. T. (2002), “On The Economic Order Quantity under Conditions of Permissible Delay in Payments”, Journal of the Operational Research Society, 53, ss. 915-918.
- TENG, J. T. ve CHANG, C. T. (2005), “Economic Production Quantity Models for Deteriorating Items with Price- and Stock- Dependent Demand”, Computers and Operations Research, 32, 297- 308.
- TERSINE, R. J. ve BARMAN, S. (1991), “Lot Size Optimization with Quantity and Freight Rate Discounts”, Logistics and Transportation Review, 27, ss. 319-332.
- TSENG, S. T. (1996), “Optimal Preventive Maintenance Policy for Deteriorating Production Systems”, IIE Transactions, 28, ss. 687-694.
- URBAN, T. L. (2005), “Inventory Models with Inventory-Level- Dependent Demand: A Comprehensive Review and Unifying Theory”, European Journal of Operational Research, 162, ss. 792-804.
- URBAN, T. L. ve BAKER, R. C. (1997), “Optimal Ordering and Pricing Policies in a Single-Period Environment with Multivariate Demand and Markdowns”, European Journal of Operational Research, 103, ss. 573-583.
- WANG, C. H. ve SHEU, S. H. (2001), “Simultaneous Determination of The Optimal Production-Inventory and Product Inspection Policies for a Deteriorating Production System”, Computers and Operations Research, 28, ss. 1093-1110.
- WATERS, C. D. J. (1989), A Practical Introduction to Management Science, Addison Wesley Publishing, England.
- WEE, H. M. (1995), “A Deterministic Lot-Size Inventory Model for Deteriorating Items with Shortage and a Declining Market”, Computers and Operations Research, 22 (3), ss. 345-356.
- WEE, H. M. (1997), “A Replenishment Policy for Items with a Price Dependent Demand and a Varying Rate of Deterioration”, Production Planning and Control, 8, ss. 494-499.
- WEE, H. M. (1999), “Deteriorating Inventory Model with Quantity Discounts, Pricing and Partial Backlogging”, International Journal of Production Economics, 59 (1-3), ss. 511-518.
- WEE, H. M. ve LAW, S. T. (2001), “Replenishment and Pricing Policy for Deteriorating Items Taking into Account the Time-Value of Money”, International Journal of Production Economics, 71, ss. 213- 220.
- WEE, H. M., YU, J. ve CHEN, M. C. (2007), “Optimal Inventory Model for Items With Imperfect Quality and Shortage Backordering”, Omega, 35 (1), ss. 7-11.
- YOU, P. S. (2005), “Inventory Policy for Products with Price and Time Dependent Demand”, Journal of the Operational Research Society, 56, ss. 870-873.
- YOU, P. S. (2006), “Ordering and Pricing of Service Products in an Advance Sales System with Price-Dependent Demand”, European Journal of Operational Research, 170, ss. 57-71.
- YOU, P. S. ve HSIEH, Y. C. (2007), “An EOQ Model with Stock and Price Sensitive Demand”, Mathematical and Computer Modelling, 45, ss. 933-942.
- ZHANG, X. ve GERCHAK, Y. (1990), “Joint Lot Sizing and Inspection Policy in an EOQ Model with Random Yield”, IIE Transactions, 22, ss. 41-47.
- ZHOU, Y. W. ve YANG, S. L. (2005), “A Two-Warehouse Inventory Model for Items with Stock-Level-Dependent Demand Rate”, International Journal of Production Economics, 95, ss. 215-228.
- ZIEGLER, H. (1982), “Solving Certain Singly Constrained Convex Optimization Problems in Production Planning”, Operations Research Letters, 1 (6), ss. 246-252.
- ZIPKIN, P. H. (2000), Foundations of Inventory Management, McGraw-Hill.
EKONOMİK SİPARİŞ VE ÜRETİM MİKTARI MODELLERİNDE YENİ AÇILIMLAR
Yıl 2009,
Cilt: 14 Sayı: 3, 383 - 406, 01.09.2009
Yrd.Doç.Dr.Harun Sulak
Doç.Dr.Abdullah Eroğlu
Öz
Klasik Ekonomik Sipariş ve Üretim Miktarı Modelleri deterministik stok kontrol modelleri bağlamında oldukça yaygın kullanılan yöntemlerdir. Fakat, bu modellerde ele alınan varsayımların çoğu, gerçek hayatta geçerli olabilen değişik durumları dikkate almamaktadır. Bu çalışmada gerçek yaşamla daha tutarlı ve geçerli ekonomik koşulları dikkate alan yeni açılımlar ve modeller incelenmektedir
Kaynakça
- ABAD, P. L. (1988), “Joint Price and Lot-Size Determination When Supplier Offers Incremental Quantity Discounts”, Journal of the Operational Research Society, 39, ss. 603-607.
- ABAD, P. L. (2000), “Optimal Lot Size for Perishable Good under Conditions of Finite Production and Partial Backordering and Lost Sale”, Computers and Industrial Engineering, 38 (4), ss. 457-465.
- ABAD, P. L. (2001), “Optimal Price and Order Size for a Reseller under Partial Backordering”, Computers and Operations Research, 28 (1), ss. 53-65. 4.
- ABAD, P. L. (2003), “Optimal Pricing and Lot-Sizing under Conditions of Perishability, Finite Production and Partial Backordering and Lost Sale”, European Journal of Operational Research, 144 (3), ss. 677-685.
- ALAMRI, A. A. ve BALKHI, Z. T. (2007), “The Effects of Learning and Forgetting on the Optimal Production Lot Size for Deteriorating Items With Time Varying Demand and Deterioration Rates”, International Journal of Production Economics, 107 (1), ss. 125-138.
- ARCELUS, F. J., SHAH, N. H. ve SRINIVASAN, G. (2001), “Retailers Response to Special Sales: Price Discount vss. Trade Credit”, Omega, 29, ss. 417-428.
- ARCELUS, F. J., SHAH, N. H. ve SRINIVASAN, G. (2003), “Retailer's Pricing, Credit and Inventory Policies for Deteriorating Items in Response to Temporary Price/Credit Incentives”, International , 81-82, ss. 153-162.
- BALKHI, Z. T. (1999), “On the Global Optimal Solution to an Integrated Inventory System with General Time Varying Demand Production and Deterioration Rates”, European Journal of Operational Research, 114, ss. 29-37.
- BALKHI, Z. T. ve BENKHEROUF, L. (1996), “A Production Lot Size Inventory Model for Deteriorating Items and Arbitrary Production and Demand Rates”, European Journal of Operational Research, 92, ss. 302-309.
- BEEK, P. V., BREMER, A. ve PUTTEN, C. V. (1985), “Design and Optimization of Multi-Echelon Assembly Networks: Saving and Potentialities”, Europen Journal of Operational Research, 19, ss. 57-67. BEN-DAYA, M. (1999), “Integrated Production Maintenance and Quality Model Using the Imperfect Maintenance Concept”, IIE Transactions, 31, ss. 491-501.
- BEN-DAYA, M. (2002), “The Economic Production Lot-Sizing Problem with Imperfect Production and Imperfect Maintenance”, International Journal of Production Economics, 76, ss. 257-264.
- BEN-DAYA, M. ve MAKHDOUM, M. A. (1998), “Integrated Production Maintenance and Quality Model under Various Preventive Maintenance Policies”, Journal of the Operational Research Society, 49, ss. 840-853.
- BERG, M., POSNER, M. J. M. ve ZHAO, H. (1994), “Production Inventory Systems with Unreliable Machines”, Operations Research, 42, ss. 111-118.
- BHUNIA, A. K. ve MAITI, M. (1998), “Deterministic Inventory Model for Deteriorating Items with Finite Rate of Replenishment Dependent on Inventory Level”, Computational. Operations Research, 25, ss. 907-1006.
- BHUNIA, A. K. ve MAITI, M. (1999), “An Inventory Model of Deteriorating Items with Lot-Size Dependent Replenishment Cost and a Linear Trend in Demand”, Applied Mathematical Modelling, 23 (4), ss. 301-308.
- BRETTHAUER, K. M., SHETTY, B., SYAM, S. ve VOKURKA, R. J. (2006), “Production and Inventory Management under Multiple Resource Constraints”, Mathematical and Computer Modelling, 44 (1- 2), ss. 85-95.
- BURWELL, T. H., DAVE, D. S., FITZPATRICK, K. E. ve ROY, M. R. (1991), “An Inventory Model with Planned Shortages and Price- Dependent Demand”, Decision Sciences, 27, ss. 1188-1191.
- CARDENAS-BARRON, L. E. (2001), “The Economic Production Quantity (EPQ) with Shortage Derived Algebraically”, International , 70 (3), ss. 289-292.
- CHAKRABORTY, T., GIRI, B. C. ve CHAUDHURI, K. S. (2008), “Production Lot Sizing with Process Deterioration and Machine Breakdown”, European Journal of Operational Research, 185 (2), ss. 606-618.
- CHANG, C. T. ve TENG, J. T. (2004), “Retailer’s Optimal Ordering Policy under Supplier Credits”, Mathematical Methods of Operations , 60, ss. 471-483.
- CHASE, R. B. ve AQUILANO, N. J. (1981), Production and Operations Management: A life Cycle Approach, Third Edition, Irwin, USA.
- CHEN, M. S. ve CHU, M. C. (2001), “The Analysis of Optimal Price Control Model in Matching Problem Between Production and Sales”, Asia-Pacific Journal of Operational Research, 18, ss. 131-148.
- CHOWDHURY, M. R. ve SARKER, B. R. (2001), “Manufacturing Batch Size and Ordering Policy for Products with Shelf Lives”, International Journal of Production Research, 39 (7), ss. 1405-142.
- CHUNG, K. J. (1997), “Bounds for Production Lot Sizing with Machine Break Down”, Computer and Industrial Engineering, 32, ss. 139-144
- CHUNG, K. J. (1998), “A Theorem on the Determination of Economic Order Quantity under Conditions of Permissible Delay in Payments”, Computer and Operations Research, 25, ss. 49-52.
- CHUNG, K. J. (2003), “An Algorithm for an Inventory Model with Inventory-Level-Dependent Demand Rate”, Computers and Operations , 30, ss. 1311-1317.
- CHUNG, K. J. ve LIN, C. N. (2001), “Optimal Inventory Replenishment Models for Deteriorating Items Taking Account of Time Value of Money”, Computers and Operations Research, 28, ss. 67-83.
- CHUNG, K. J., CHU, P. ve LAN, S. P. (2000), “A Note on EOQ Models for Deteriorating Items under Stock Dependent Selling Rate”, European Journal of Operational Research, 124, ss. 550-559.
- COBBAERT, K. ve OUDHEUSDEN, D. V. (1996), “Inventory Models for Fasy Moving Spare Parts Subject to Sudden Death Obsolescence”, International Journal of Production Economics, 44, ss. 239-248.
- DEMİR, H. ve GÜMÜŞOĞLU, Ş. (1998), Üretim Yönetimi (İşlemler Yönetimi), Beta Yayınevi, İstanbul.
- DYE, C. Y. (2007), “Joint Pricing and Ordering Policy for a Deteriorating Inventory with Partial Backlogging”, Omega, 35 (2), ss. 184-189.
- DYE, C. Y., HSIEH, T. P. ve OUYANG, L. Y. (2007), “Determining Optimal Selling Price and Lot Size with a Varying Rate of Deterioration and Exponential Partial Backlogging”, European Journal of Operational Research, 181 (2), ss. 668-678.
- ELSAYED, E. A. ve TERESI, C. (1983), “Analysis of Inventory System with Deteriorating Items”, International Journal of Production , 21, 449- 460.
- EROĞLU, A. (2002), Deterministik Envanter Modelleri, Fakülte Kitabevi, Isparta.
- EROĞLU, A. ve GÜLTEKİN, Ö. (2007), “An Economic Order Quantity Model with Defective Items and Shortages”, International Journal of Production Economics, 106 (2), ss. 544-549.
- EVANS, J. R. (1993), Applied Production and Operations Management, West Publishing Company, New York.
- GAITHER, N. (1992), Production and Operation Manegement, Fifth Edition, The Dryden Pres, New York.
- GIRI, B. C. ve CHAUDHURI, K. S. (1998), “Deterministic Models of Perishable Inventory with Stock-Dependent Demand Rate and Nonlinear Holding Cost”, European Journal of Operational Research, 105, ss. 467-474.
- GIRI, B. C., CHAKRABARTY, T. ve CHAUDHURI, K. S. (2000), “A Note on a Lot Sizing Heristic for Deteriorating Items with Time- Varying Demands and Shortages”, Computers and Operations , 27 (6), ss. 495-505.
- GIRI, B. C., JALAN, A. K. ve CHAUDRI, K. S. (2005), “An Economic Production Lot Size Model with Increasing Demand, Shortage and Partial Backlogging”, International Transactions in Operations Research, 12 (2), ss. 235-245.
- GOYAL, S. K. (1985), “Economic Order Quantity under Conditions of Permissible Delay in Payments”, Journal of the Operational Research Society, 36, ss. 35-38.
- GOYAL, S. K. ve CARDENAS-BARRON, L. E. (2002), “Note on: Economic Production Quantity Model for Items with Imperfect Quality-A Practical Approach”, International Journal of Production Economics, 77, ss. 85-87.
- GOYAL, S. K. ve GIRI, B. C. (2001), “Recent Trends in Modeling of Deteriorating Inventory”, Europen Journal of Operational Research, 134, ss. 1-16.
- GOYAL, S. K. ve GIRI, B. C. (2003), “The Production-Inventory Problem of a Product with Time Varying Demand, Production and Deterioration Rates”, European Journal of Operational Research, 147, ss. 549-557.
- GROENEVELT, H., PINTELON, L. ve SEIDMANN, A. (1992a), “Production Lot Sizing with Machine Breakdowns, Management Science, 38, 104-123.
- GROENEVELT, H., PINTELON, L. ve SEIDMANN, A. (1992b), “Production Batching with Machine Break Down and Safety Stocks, Operations Research, 40, ss. 959-971.
- GRUBBSTROM, R. W. ve ERDEM, A. (1999), “The EOQ with Backlogging Derived without Derivatives”, International Journal of Production Economics, 59, ss. 529-530.
- HAKSEVER, C. ve MOUSSOURAKIS, J. (2005), “A Model for Optimizing Multi-Product Inventory Systems with Multiple Constraints”, International Journal of Production Economics, 97 (1), ss. 18-30.
- HARIGA, M. A. (1995a), “An EOQ Model for Deteriorating Items with Shortage and Time-Varying Demand, Journal of the Operational Research Society, 46 (4), ss. 398-404.
- HARIGA, M. A. (1995b), “Lot Sizing Models for Deteriorating Items with Time-Dependent Demand”, International Journal of Systems Science”, 26, ss. 2391-2401.
- HARIGA, M. A. ve BEN-DAYA, M. (1996), “Optimal Time Varying Lot-Sizing Models under Inflationary Conditions”, European Journal of Operational Research, 89, ss. 313-325.
- HARIGA, M. A. ve BEN-DAYA, M. (1998), “Note: The Economic Manufacturing Lot-Sizing Problem with Imperfect Production Processes: Bounds and Optimal Solutions”, Naval Research Logistics, 45 (4), ss. 423-433.
- HOU, K. L. (2006), “An Inventory Model for Deteriorating Items with Stock-Dependent Consumption Rate and Shortages under Inflation and Time Discounting”, European Journal of Operational Research, 168 (2), ss. 463-474.
- HUANG, Y. F. (2004), “Optimal Inventory Control under Conditions of Permissible Delay in Payments Derived without Derivatives”, Journal of Applied Sciences, 4 (2), ss. 287-291.
- HUANG, Y. F. (2006), “An Inventory Model under Two Levels of Trade Credit and Limited Storage Space Derived without Derivatives”, Applied Mathematical Modelling, 30 (5), ss. 418-436.
- HUANG, Y. F. (2007), “Economic Order Quantity under Conditionally Permissible Delay in Payments”, European Journal of Operational Research, 176 (2), ss. 911-924.
- HUANG, Y. F.( 2003), “Optimal Retailers Ordering Policies in the EOQ Model under Trade Credit Financing”, Journal of the Operational Research Society, 54, ss. 1011-1015.
- HWANG, H. ve SHINN, S. W. (1997), “Retailer's Pricing and Lot Sizing Policy for Exponentially Deteriorating Products under the Condition of Permissible Delay in Payments”, Computers and Operations Research, 6 (6), ss. 539-547.
- HWANG, H., MOON, D. H. ve SHINN, S. W. (1990), “An EOQ Model with Quantity Discounts for Both Purchasing Price and Freight Cost”, Computers and Operations Research, 17, ss. 73-78.
- JABER, M. Y. ve BONNEY, M. (1996), “Production Breaks and the Learning Curve: The Forgetting Phenomenon”, Applied Mathematical Modelling, 20, ss. 162-169.
- JABER, M. Y. ve BONNEY, M. (1999), “The Economic Manufactured/Order Quantity (EMQ/EOQ) and the Learning Curve: Past, Present and Future, International Journal of Production Economics, 59, ss. 93-102.
- JABER, M. Y. ve BONNEY, M. (2003), “Lot Sizing with Learning and Forgetting in Set-ups and in Product Quality”, International Journal of Production Economics, 83 (1), ss. 95-111.
- JAMAL, A. M. M., SARKER, B. R. ve WANG, S. (2000), “Optimal Payment Time for a Retailer under Permitted Delay of Payment by the Wholesaler”, International Journal of Production Economics, 66, ss. 59-66.
- KAR, S., BHUNIA, A. K. ve MAITI, M. (2001), “Inventory of Multi- Deteriorating Items Sold from Two Shops under Single Management with Constraints on Space and Investment” Computers and Operations , 28 (12), ss. 1203-1221.
- KARAÖZ, M. (2003), Öğrenme ve Farklı Talep Fonksiyonlarını İçeren Ekonomik Üretim Miktarı Model Önerileri, Yayınlanmamış Doktora Tezi, Süleymen Demirel Üniversitesi, Sosyal Bilimler Enstitüsü, Isparta.
- KEACHIE, E. C. ve FORTANA, R. J. (1966), “The Effect of Learning on Optimal Size”, Management Science, 13 (2), ss. 102-108.
- KHANRA, S. ve CHAUDHURI, K. S. (2003), “A Note on an Order- Level Inventory Model for a Deteriorating Item with Time-Dependent Quadratic Demand”, Computers and Operations Research, 30, ss. 1901-1916.
- KIM, K. H. ve HWANG, H. (1988), “An Incremental Discount-Pricing Schedule with Multiple Customers and Single Price Break”, European Journal of Operational Research, 35, ss. 71-79.
- LEE, H. L. ve ROSENBLATT, M. J. (1989), “A Production and Maintenance Planning Model With Restoration Cost Dependent on Detection Delay”, IIE Transactions, 21, ss. 368-375.
- LEE, J. S. ve PARK, K. S. (1991), “Joint Determination of Production Cycle and Inspection Intervals In a Deteriorating Production System”, Journal of the Operational Research Society, 42, ss. 775-783.
- LEVIN, R. I., MC LAUGHLIN, C. P., LAMONE, R. P. ve KOTTAS, J. F. (1972), Productions/Operations Management: Contemporary Policy for Managing Operating Systems, McGraw Hill, New York.
- LIAO, H. C. ve CHEN, Y. K. (2003), “Optimal Payment Time for Retailer’s Inventory System”, International Journal of Systems Science, 34 (4), ss. 245-253.
- LIAO, J. J. (2007), “On an EPQ Model for Deteriorating Items under Permissible Delay in Payments”, Applied Mathematical Modeling, 31, ss. 393-403.
- LIAO, J. J. (2008), “An Inventory Control System under Deferrable Delivery Conditions”, Mathematical and Computer Modelling, 47 (3- 4), ss. 247-258.
- LIN, C. S., CHEN, C. H. ve KROLL, D. E. (2003), “Integrated Production-Inventory Models for Imperfect Production Processes under Inspection Schedules”, Computers and Industrial Engineering, 44, ss. 633-650.
- LIN, T. M., TSENG, S. T. ve LIOU, M. J. (1991), “Optimal Inspection Schedule in the Imperfect Production System under General Shift Distribution”, Journal of the Chinese Institute of Industrial Engineers, 8, (2), ss. 73-81.
- LIOU, M. J., TSENG, S. T. ve LIN, T. M. (1994), “The Effects of Inspection Errors to The Imperfect EMQ Model”, IIE Transactions, 26, ss. 42-51.
- LIU, B. ve CAO, J. (1999), “Analysis of a Production Inventory System With Machine Breakdowns and Shutdowns”, Computers and Operations Research, 26 (1), ss. 73-91.
- MADDAH, B. ve JABER, M. Y. (2008), “Economic Order Quantity for Items With Imperfect Quality: Revisited”, International Journal of Production Economics, 112 (2), ss. 808-815.
- MAKIS, V. (1998), “Optimal Lot Sizing and Inspection Policy for an EMQ Model With Imperfect Inspections”, Naval Research Logistics, 45, ss. 165-186.
- MAKIS, V. ve FUNG, J. (1998), “An EMQ Model With Inspections and Random Machine Failures”, Journal of the Operational Research Society, 49, ss. 66-76.
- MALONEY, B. M. ve KLEIN, C. M. (1993), “Constrained Multi-Item Inventory Systems: an Implicit Approach”, Computers and Operations Research, 20 (6), ss. 639-649.
- MISRA, R. B. (1975), “Optimal Production Lot-Size Model for a System with Deteriorating Inventory”, International Journal of Production Research, 13, ss. 495-505.
- MISRA, R. B. (1979), “A Study of Inflation Effects on Inventory System”, Logistics Spectrum, 9 (3), ss. 260-268.
- MONDAL, B., BHUNI, A. K. ve MAITI, M. (2003), “An Inventory System of Ameliorating Items for Price Dependent Demand Rate”, Computers and Industrial Engineering, 45, ss. 443-456.
- MOON, I. ve LEE, S. (2000), “The Effects of Inflation and Time Value of Money on an Economic Order Quantity Model with a Random Product Life Cycle, European Journal of Operational Research, 125, MOON, I., GIRI, B. C. ve KO, B. (2005), “Economic Order Quantity Models for Ameliorating/Deteriorating Items under Inflation and Time Discounting”, European Journal of Operational Research, 162, ss. 773-785.
- NAHMIAS, S. (1982), “Perishable Inventory Teory: A Review”, Operations Research, 30 (3), ss. 680-708.
- NAHMIAS, S. (1993), Production and Operations Analysis, Second Edition, Irwin Publishing.
- OUYANG, L. Y., TENG J. T., CHUANG, K. W. ve CHUANG, B. R. (2005), “Optimal Inventory Policy with Non-instantaneous Receipt under Trade Credit”, International Journal of Production Economics, 98, ss. 290-300.
- PADMANABHAN, G. ve VRAT, P. (1990), “Inventory Model with a Mixture of Backorder and Lost Sales”, International Journal of Systems Science, 21, ss. 1721 1726.
- PAPACHRISTOS, S. ve KONSTANTARAS, I. (2006), “Economic Ordering Quantity Models for Items With Imperfect Quality, International Journal of Production Economics, 100 (1), ss. 148-156.
- RAAFAT, F. (1991), “Survey of Literature on Continuesly Deteriorating Inventory Model”, Journal of the Operational Research Society, 42, ss. 27-37.
- RAHIM, M. A. (1994), “Joint Determination of Production Quantity, Inspection Schedule, and Control Chart Design”, IIE Transactions, 26, ss. 2-11.
- RAY, J. ve CHAUDHURI, K. (1997), “An EOQ Model with Stock- Dependent Demand, Shortage, Inflation and Time Discounting”, International Journal of Production Economics, 53, ss. 171-180.
- ROSENBLATT, M. J. ve ROTHBLUM, U. G. (1990), “On the Single Resource Capacity Problem for Multi-Item Inventory Systems”, Operations Research, 38, ss. 686-693.
- SALAMEH, M. K. ve JABER, M. Y. (2000), “Economic Production Quantity Model for Items with Imperfect Quality”, International Journal of Production Economics, 64, ss. 59-64.
- SALAMEH, M. K., ABDUL-MALAK, M. U. ve JABER, M, Y. (1993), “Mathematical Modelling of the Effect of Human Learning in the Finite Production Inventory Model”, Applied Mathematical Modelling, 17, ss. 613-615.
- SAN JOSE, L. A., SICILIA, J. ve GARCIA-LAGUNA, J. (2005), “An Inventory System with Partial Backlogging Modelled According to a Linear Function”, Asia-Pasific Journal of Operations Research, 22 (2), SANA, S. S. ve CHAUDHURI, K. S. (2000), “An Alternative Analytical Approach for the Optimal Inventory Replenishment Policy for a Deteriorating Item with a Time Varying Demand”, Proceedings of National Academic Science of India, 70 ((a), III), ss. 281-293.
- SANA, S. S. ve CHAUDHURI, K. S. (2008), “A Deterministic EOQ Model with Delays in Payments and Price-Discount Offers”, European Journal of Operational Research, 184 (2), ss. 509-533.
- SANDBOTHE, R. A. ve THOMPSON, G. L. (1990), “A Forward Algorithm for the Capacitated Lot Size Model with Stockouts”, Operations Research, 38 (3), ss. 474-486.
- SANDBOTHE, R. A. ve THOMPSON, G. L. (1993), “Decision Horizons for the Capacitated Lot Size Model with Inventory Bounds and Stockouts”, Computers and Operations Research, 20 (5), ss. 455- 465.
- SARKER, B. R. ve PAN, H. (1994), “Effects of Inflation and the Time Value of Money on Order Quantity and Allowable Shortage”, International Journal of Production Economics, 34, ss. 65-72.
- SCHWALLER, R. L. (1988), “EOQ under Inspection Costs”, Production and Inventory Management, 29, ss. 22-35.
- SHARMA, S. (2004), “Optimal Production Policy with Shelf Life Including Shortages”, Journal of the Operational Research Society, 55 (8), ss. 902-909.
- SHARMA, S. (2006), “Incorporating Fractional Backordering in the Multi-Product Manufacturing Situation with Shelf Lives”, Journal of Engineering Manufacture, 220 (7), ss. 1151-1156.
- SHEEN, G. J. ve TSAO, Y. C. (2007), “Channel Coordination, Trade Credit and Quantity Discounts for Freight Cost”, Logistics and Transportation Review, 43, ss. 112-128.
- SHEU, S. H. ve CHEN, J. A. (2004), “Optimal Lot-Sizing Problem with Imperfect Maintenance and Imperfect Production”, International Journal of Systems Science, 35 (1), ss. 69-77.
- SILVER, E. A. (1995), “Dealing with a Shelf Life Constraint in Cyclic Scheduling by Adjusting Both Cycle Time and Production Rate”, International Journal of Production Research, 33 (3), ss. 623-629.
- SILVER, E. A., PYKE, D. F. ve PETERSON, R. (1998), Inventory Management and Production Planning and Scheduling, John Wiley Son, USA.
- SIPPER, D. ve BULFIN, R.. (1997), Production: Planning, Control and Integration, McGraw-Hill.
- SKOURI, K. ve PAPACHRISTOS, S. (2002), “A Continuous Review Inventory Model, with Deteriorating Items, Time-Varying Demand, Linear Replenishment Cost, Partially Time-Varying Backlogging”, Applied Mathematical Modelling, 26 (5), ss. 603-617.
- SRINIVASAN, M. M. ve LEE, H. S. (1996), “Production-Inventory Systems with Preventive Maintenance”, IIE Transactions, 28, ss. 879- 890.
- SU, C. T. ve LIN, C. W. (2001), “A Production Inventory Model Which Considers the Dependence of Production Rate on Demand and Inventory Level”, Production Planning and Control, 12, ss. 69-75.
- SULE, D. R. (1978), “The Effect of Alternative Periods of Learning and Forgetting on Economic Manifacturing Quantity”, AIIE Transactions, 10 (3), ss. 338-343.
- TENG, J. T. (1996), “A Deterministic Inventory Replenishment Model with a Linear Trend in Demand”, Operational Research Letter, 19, ss. 33-41.
- TENG, J. T. (2002), “On The Economic Order Quantity under Conditions of Permissible Delay in Payments”, Journal of the Operational Research Society, 53, ss. 915-918.
- TENG, J. T. ve CHANG, C. T. (2005), “Economic Production Quantity Models for Deteriorating Items with Price- and Stock- Dependent Demand”, Computers and Operations Research, 32, 297- 308.
- TERSINE, R. J. ve BARMAN, S. (1991), “Lot Size Optimization with Quantity and Freight Rate Discounts”, Logistics and Transportation Review, 27, ss. 319-332.
- TSENG, S. T. (1996), “Optimal Preventive Maintenance Policy for Deteriorating Production Systems”, IIE Transactions, 28, ss. 687-694.
- URBAN, T. L. (2005), “Inventory Models with Inventory-Level- Dependent Demand: A Comprehensive Review and Unifying Theory”, European Journal of Operational Research, 162, ss. 792-804.
- URBAN, T. L. ve BAKER, R. C. (1997), “Optimal Ordering and Pricing Policies in a Single-Period Environment with Multivariate Demand and Markdowns”, European Journal of Operational Research, 103, ss. 573-583.
- WANG, C. H. ve SHEU, S. H. (2001), “Simultaneous Determination of The Optimal Production-Inventory and Product Inspection Policies for a Deteriorating Production System”, Computers and Operations Research, 28, ss. 1093-1110.
- WATERS, C. D. J. (1989), A Practical Introduction to Management Science, Addison Wesley Publishing, England.
- WEE, H. M. (1995), “A Deterministic Lot-Size Inventory Model for Deteriorating Items with Shortage and a Declining Market”, Computers and Operations Research, 22 (3), ss. 345-356.
- WEE, H. M. (1997), “A Replenishment Policy for Items with a Price Dependent Demand and a Varying Rate of Deterioration”, Production Planning and Control, 8, ss. 494-499.
- WEE, H. M. (1999), “Deteriorating Inventory Model with Quantity Discounts, Pricing and Partial Backlogging”, International Journal of Production Economics, 59 (1-3), ss. 511-518.
- WEE, H. M. ve LAW, S. T. (2001), “Replenishment and Pricing Policy for Deteriorating Items Taking into Account the Time-Value of Money”, International Journal of Production Economics, 71, ss. 213- 220.
- WEE, H. M., YU, J. ve CHEN, M. C. (2007), “Optimal Inventory Model for Items With Imperfect Quality and Shortage Backordering”, Omega, 35 (1), ss. 7-11.
- YOU, P. S. (2005), “Inventory Policy for Products with Price and Time Dependent Demand”, Journal of the Operational Research Society, 56, ss. 870-873.
- YOU, P. S. (2006), “Ordering and Pricing of Service Products in an Advance Sales System with Price-Dependent Demand”, European Journal of Operational Research, 170, ss. 57-71.
- YOU, P. S. ve HSIEH, Y. C. (2007), “An EOQ Model with Stock and Price Sensitive Demand”, Mathematical and Computer Modelling, 45, ss. 933-942.
- ZHANG, X. ve GERCHAK, Y. (1990), “Joint Lot Sizing and Inspection Policy in an EOQ Model with Random Yield”, IIE Transactions, 22, ss. 41-47.
- ZHOU, Y. W. ve YANG, S. L. (2005), “A Two-Warehouse Inventory Model for Items with Stock-Level-Dependent Demand Rate”, International Journal of Production Economics, 95, ss. 215-228.
- ZIEGLER, H. (1982), “Solving Certain Singly Constrained Convex Optimization Problems in Production Planning”, Operations Research Letters, 1 (6), ss. 246-252.
- ZIPKIN, P. H. (2000), Foundations of Inventory Management, McGraw-Hill.