Economic lot sizing with the consideration of random machine unavailability time

Computers and Operations Research

Volumn 27, Issue 4, 2000, Pages 335-351

  Abboud, N E ^a   Jaber, M Y ^a   Noueihed, N A ^b  

^a AMERICAN UNIVERSITY OF BEIRUT   (Lebanon)

^b Department of Mathematics   (Lebanon)

Author keywords

Backorders; Lost sales; Lot sizing; Machine unavailability

Indexed keywords

COMPUTATIONAL METHODS; COSTS; INVENTORY CONTROL; OPTIMIZATION; PROCESS ENGINEERING; PURCHASING; RANDOM PROCESSES; SCHEDULING;

ECONOMIC LOT SIZING; PROCUREMENT COSTS;

PRODUCTION CONTROL;

PRODUCTION SYSTEM;

EID: 0034060739     PISSN: 03050548     EISSN: None     Source Type: Journal    
DOI: 10.1016/S0305-0548(99)00055-6     Document Type: Article

References (23)

1. Abboud N.E., Salameh M.K. How machine unavailability affects optimal production quantity for the finite production inventory model. Production and Inventory Management. 28:1987;38-45.
2. Hadley G, Whitin TM. Analysis of inventory systems. Englewood Cliffs, NJ: Prentice-Hall, 1963.
3. Hax AC, Candea D. Production and inventory management. Englewood Cliffs, NJ: Prentice-Hall, 1984.
4. Banks J, Fabrycky WJ. Procurement and inventory systems analysis. Englewood Cliffs, NJ: Prentice-Hall, 1987.
5. Nahmias S. Production and operations analysis. Homewood, IL: Irwin, 1989.
6. Waters CDJ. Inventory control and management. Chichester: Wiley, 1994.
7. Altiok T. (R, r) production-inventory systems. Operations Research 1989;37:266-77.
8. Sandbothe R, Thompson G. A forward algorithm for the capacitated lot size model with stockouts. Operations Research 1990;38:474-86.
9. Johansen SG, Thorstenson A. Optimal and approximate (Q, r) inventory policy with lost sales and gamma-distributed lead time. International Journal of Production Economics 1993;30-31:179-94.
10. Gallego G., Moon I. How to avoid stockouts when producing several items on single facility? What to do if you can't? Computers and Operations Research. 23:1996;1-12.
11. Mak K.L. Determining optimal-production inventory control policies for an inventory system with partial backlogging. Computers and Operations Research. 14:1987;299-304.
12. Karwan KR, Mazzola JB, Morey RC. Production lot sizing under setup and worker learning. Naval Research Logistics 1988;35:159-76.
13. Lee SB, Zipkin PA. Dynamic lot size model with make-or-buy decision. Management Science 1989;35:447-59.
14. Federgruen A, Zheng YS. An efficient algorithm for computing an optimal (r, Q) policy in continuous review stochastic inventory systems. Operations Research 1991;39:808-13.
15. Jaber MY, Salameh M. Optimal lot sizing under learning considerations: shortages allowed and backordered. Applied Mathematical Modelling 1995;19:307-10.
16. Jaber MY, Bonney M. The effect of learning and forgetting on the economic manufactured quantity (EMQ) with the consideration of intracycle backorders. International Journal of Production Economics 1997a;53:1-11.
17. Kim S.L., Hayya J.C., Hong J.-.D. Setup reduction and machine availability. Production and Operations Management. 4:1995;76-90.
18. Kavusturucu A, Gupta SM. Tandem manufacturing systems with machine vacations. Production Planning and Control 1998;9:494-503.
19. Saad SM, Gindy NN. Handling internal and external disturbances in responsive manufacturing environments. Production Planning and Control 1998;9:760-70.
20. Badiru AB, Multivariate analysis of the effect of learning and forgetting on product quality. International Journal of Production Research 1995;33:777-94.
21. Jaber MY, Bonney M. A comparative study of learning curves with forgetting. Applied Mathematical Modelling 1997b;21:523-31.
22. Jaber MY, Bonney M. Production breaks and the learning curve: the forgetting phenomenon. Applied Mathematical Modelling 1996;20:162-69.
23. Arzi Y, Shtub A. Learning and forgetting in mental and mechanical tasks: a comparative study. IIE Transactions 1997;29:759-68.