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Original Articles

Heuristics for the N-product, M-stage, economic lot sizing and scheduling problem with dynamic demand

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Pages 2809-2828 | Received 01 Dec 2004, Published online: 22 Feb 2007

References

References

  • Atkins , DR and Iyogun , PO . 1988 . A heuristic with lower bound performance guarantee for the multi-product dynamic lot size problem . IIE Transac. , 20 : 369 – 373 .
  • Boctor , FF . 1982 . The two-product, single-machine, static demand, infinite horizon lot scheduling problem . Manage. Sci. , 28 : 798 – 807 .
  • Boctor , FF . 1985 . Single machine lot scheduling: a comparison of some solution procedures . Auto. Product. et Infor. Indust. , 19 : 389 – 402 .
  • Boctor , FF . 1987 . The G–group heuristic for single machine lot scheduling . Int. J. Prod. Res. , 25 : 363 – 379 .
  • Bomberger , EE . 1964 . A dynamic programming approach to a lot size scheduling problem . Manage. Sci. , 12 : 778 – 784 .
  • Davis , SG . 1990 . Scheduling economic lot size production runs . Manage. Sci. , 36 : 985 – 998 .
  • Dixon , P and Silver , EA . 1981 . A heuristic solution procedure for the multi-item, single-level, limited capacity, lot-sizing problem . J. Op. Manage. , 2 : 23 – 40 .
  • Dogramaci , A , Panayotopoulos , JC and Adam , NR . 1981 . The dynamic lot sizing problem for multiple items under limited capacity . AIIE Transac. , 13 : 294 – 303 .
  • Eisenhut , PS . 1975 . A dynamic lot sizing algorithm with capacity constraints . AIIE Transac. , 7 : 170 – 176 .
  • Elmaghraby , SE . 1978a . The economic lot scheduling problem (ELSP): review and extensions . Manage. Sci. , 24 : 587 – 598 .
  • Elmaghraby SE An extended basic period approach to the economic lot scheduling problem Production and Industrial Systems. edited by R. Muramatsu and N. Dudley pp 649–662 1978b Taylor and Francis London
  • El-Najdawi , MK and Kleindorfer , PR . 1993 . Common cycle lot size scheduling for multi-product, multi-stage production . Manage. Sci. , 39 : 872 – 885 .
  • Florian , M and Klein , M . 1971 . Deterministic production planning with concave costs and capacity constraints . Manage. Sci. , 18 : 12 – 20 .
  • Fujita , S . 1978 . The application of marginal analysis to the economic lot scheduling problem . AIIE Transac. , 10 : 354 – 361 .
  • Gonçalves , JF , Leachman , RC , Gascon , A and Xiong , ZK . 1994 . A heuristic scheduling policy for multi-item, multi-machine production systems with time varying, stochastic demands . Manage. Sci. , 40 : 1455 – 1468 .
  • Haessler , RW and Hogue , SL . 1976 . A note on the single-machine multi-product lot scheduling problem . Manage. Sci. , 22 : 909 – 912 .
  • Haessler , RW . 1979 . An improved extended basic period procedure for solving the economic lot scheduling problem . AIIE Transac. , 11 : 336 – 340 .
  • Hanssmann F Operations Research in Production and Inventory Control. pp 14–16, 158 160 1962 Wiley New York
  • Karni , R and Roll , Y . 1982 . A heuristic algorithm for the multi–item lot sizing problem with capacity constraints . IIE Transac. , 14 : 249 – 256 .
  • Leung , JMY , Magnanti , TL and Vachani , R . 1989 . Facets and algorithms for capacitated lot sizing . Math. Program. , 45 : 331 – 359 .
  • Maes , J and Van Wassenhove , LN . 1986 . A simple heuristic for the multi–item single level capacitated lot sizing problem . Oper. Res. Lett. , 4 : 265 – 274 .
  • Maes , J and Van Wassenhove , LN . 1991 . Capacitated dynamic lot sizing heuristics for serial systems . Int. J. Prod. Res. , 29 : 1235 – 1249 .
  • Ouenniche J Boctor FF The economic lot sizing problem: survey Working paper 96–58, Faculté des Sciences de l’administration Université Laval Canada 1996
  • Ouenniche J Boctor FF A new and efficient heuristic to solve the multi–product, multi–stage, lot sizing and scheduling problem in flow shops Working paper 98–05, Faculté des Sciences de l’administration Université Laval Canada 1998
  • Ouenniche , J and Boctor , FF . 2001a . The two-group heuristic to solve the multi-product, economic lot sizing and scheduling problem in flow shops . European J. Oper. Res. , 129 : 539 – 554 .
  • Ouenniche , J and Boctor , FF . 2001b . The G-group heuristic to solve the multi-product, sequencing lot sizing and scheduling problem in flow shops . Int. J. Prod. Res. , 39 : 81 – 89 .
  • Ouenniche , J and Boctor , FF . 2001c . The powers-of-two heuristic to solve the multi-product, multi-stage lot sizing and scheduling problem in flow shops . Comp. Oper. Res. , 28 : 1165 – 1182 .
  • Park , KS and Yun , DK . 1984 . A stepwise partial enumeration algorithm for the economic lot sizing problem . IIE Transac. , 16 : 363 – 370 .
  • Saipe , AL . 1977 . Production runs for multiple products: The two product heuristic . Manage. Sci. , 23 : 1321 – 1327 .
  • Stankard , MF and Gupta , SK . 1969 . A note on Bomberger's approach to lot size scheduling: heuristic proposed . Manage. Sci. , 15 : 449 – 452 .
  • Thizy , JM and Van Wassenhove , LN . 1985 . Lagrangean relaxation for the multi–item capacitated lot sizing problem: a heuristic implementation . IIE Transac. , 17 : 308 – 313 .
  • Wagner , HM and Whitin , TM . 1958 . Dynamic version of the economic lot size model . Manage. Sci. , 5 : 89 – 96 .

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