An economic order quantity model with a known price increase and partial backordering

European Journal of Operational Research

Volumn 228, Issue 3, 2013, Pages 516-525

  Taleizadeh, Ata Allah ^a   Pentico, David W ^b  

^a UNIVERSITY OF TEHRAN   (Iran)

^b DUQUESNE UNIVERSITY   (United States)

Author keywords

EOQ; Known price increase; Partial backordering

Indexed keywords

ECONOMIC ORDER QUANTITY MODELS; EOQ; NUMERICAL EXAMPLE; PARTIAL BACKORDERING; PRICE INCREASE; PROFIT FUNCTION; PURCHASE COST; SOLUTION METHODS;

ECONOMIC ANALYSIS; PROFITABILITY;

COSTS;

EID: 84875728928     PISSN: 03772217     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.ejor.2013.02.014     Document Type: Article

References (37)

1. P.L. Abad Quantity restrictions and the reseller's response to a temporary price reduction or an announced price increase Asia-Pacific Journal of Operational Research 23 2006 1 23
2. R.G. Brown Decision Rules for Inventory Management 1967 Holt, Rinehart & Winston New York
3. Brown, R.G., 1982. Advanced Service Parts Inventory Control, second ed., Materials Management Systems, Norwich, Vt.
4. E. Erel The effects of continuous price changes in the EOQ Omega 20 1992 523 527
5. A.K. Ghosh On some inventory models involving shortages under an announced price increase International Journal of Systems Science 34 2003 129 137
6. S.K. Goyal, and S.K. Bhatt A generalized lot size ordering policy for price increases Opsearch 25 1988 272 278
7. Y.P. Gupta, and S. Goel Optimal ordering quantity for announced price increases International Journal of Systems Science 20 1989 2347 2350 (Pubitemid 20623408)
8. W.K. Hsu, and H.F. Yu An EOQ model with imperfective quality items under an announced price increase Journal of the Chinese Institute of Industrial Engineers 28 2011 34 44
9. W. Huang, V.G. Kulkarni, and J.M. Swaminathan Optimal EOQ for announced price increases in infinite horizon Operations Research 51 2003 336 339
10. B.G. Kingsman, and A. Boussofiane Ordering and stockholding under price inflation when prices increase in successive discrete jumps Engineering Cost and Production Economics 17 1989 395 407 (Pubitemid 20603328)
11. B. Lev, and A.L. Soyster An inventory model with finite horizon and price changes Journal of the Operational Research Society 30 1979 43 53 (Pubitemid 9420983)
12. B. Lev, and H.J. Weiss Inventory models with cost changes Operations Research 35 1990 53 63 (Pubitemid 20674474)
13. B. Lev, H.J. Weiss, and L. Soyster Optimal ordering policies when anticipating parameter changes in EOQ systems Naval Research Logistics 28 1981 267 279 (Pubitemid 12423637)
14. A. Lim, and B. Rodrigues A note on the optimal EOQ for announced price increases in the infinite horizon Operations Research 53 2005 731 732 (Pubitemid 41344634)
15. E. Markowski EOQ modification for future price increases Journal of Purchasing and Materials Management 22 1986 28 32
16. E.P. Markowski Criteria for evaluating purchase quantity decisions in response to future price increases European Journal of Operational Research 47 1990 364 370
17. D.C. Montgomery, M.S. Bazara, and A.K. Keswani Inventory models with a mixture of backorders and lost sales Naval Research Logistics Quarterly 20 1973 255 263
18. E. Naddor Inventory Systems 1966 John Wiley & Sons New York
19. K.S. Park Inventory model with partial backorders International Journal of Systems Science 13 1982 1313 1317
20. D.W. Pentico, and M.J. Drake The deterministic EOQ with partial backordering: a new approach European Journal of Operational Research 194 2009 102 113
21. D.W. Pentico, and M.J. Drake A survey of deterministic models for the EOQ and EPQ with partial backordering European Journal of Operational Research 214 2011 1179 1198
22. D.W. Pentico, M.J. Drake, and C. Toews The deterministic EPQ with partial backordering: a new approach Omega 37 2009 624 636
23. D. Rosenberg A new analysis of a lot-size model with partial backlogging Naval Research Logistics Quarterly 26 1979 349 353 (Pubitemid 9472488)
24. L.A. San José, J. Sicilia, and J. Garcia-Laguna The lot size-reorder level inventory system with customers impatience functions Computers & Industrial Engineering 49 2005 349 362 (Pubitemid 41436334)
25. N.H. Shah A discrete-time probabilistic inventory model for deteriorating items under a known price increase International Journal of Systems Science 29 1998 823 827 (Pubitemid 128570984)
26. S. Sharma On price increases and temporary price reductions with partial backordering European Journal of Industrial Engineering 3 2009 70 89
27. S. Sharma, and C.M. Sadiwala Effects of lost sales on composite lot sizing Computers & Industrial Engineering 32 1997 671 677 (Pubitemid 127443677)
28. E.A. Silver, D.F. Pyke, and R. Peterson Inventory Management and Production Planning and Scheduling third ed. 1988 John Wiley & Sons New York
29. Taleizadeh, A.A., Pentico, D.W., Jabalameli, M.S., Aryanezhad, M.B., 2013. An EOQ model with partial delayed payment and partial backordering. Omega 41, 354-368.
30. A.A. Taleizadeh, D.W. Pentico, M.B. Aryanezhad, and S.M. Ghoreyshi An economic order quantity model with partial backordering and a special sale price European Journal of Operational Research 221 2012 571 583
31. S.G. Taylor, and C.E. Bradley Optimal ordering strategies for announced price increases Operations Research 33 1985 312 325
32. R.J. Tersine Materials Management and Inventory Systems 1967 North Holland New York
33. R.J. Tersine Principles of Inventory and Materials Management fourth ed. 1994 Prentice-Hall New Jersey pp. 113-115
34. R.J. Tersine Economic replenishment strategies for announced price increases European Journal of Operational Research 92 1996 266 280 (Pubitemid 126372232)
35. R.J. Tersine, and ET. Grasso Forward buying in response to announced price increases Journal of Purchasing & Materials Management 14 1978 20 22
36. H.M. Wee Optimal inventory policy with partial backordering Optimal Control Applications and Methods 10 1989 181 187
37. H.H. Yanasse EOQ systems: the case of an increase in purchase cost Journal of the Operational Research Society 41 1990 633 637