References
- Aho , A.V. , Hopcroft , J E and Ullman , J.D. ( 1974 ) The Design and Analysis of Computer Algorithms . Addison-Wesley .
- Anily , S. ( 1991 ) Multi-item replenishmentstorage problem (MIRSP) heuristics and bounds . Operations Research , 39 , 233 – 243 .
- Buchan , J. and Koenigsberg , E. ( 1963 ) Scientific Inventory Management , Prentice Hall. Inc. , Englewood Cliffs , NJ .
- Churchman , C.W. , Ackoff , RL. and Arnoff , E.L. ( 1957 ) Introduction to Operations Research , John Wiley & Sons , New York .
- Delporte , C.M. and Thomas , L.J. ( 1977 ) Lot sizing and sequencing for N products on one facility . Management Science , 23 ( 10 ), 1070 – 1079 .
- Dobson , G. ( 1987 ) The economic lot scheduling problem a resolution of feasibility using time varying lot sizes . Operations Research , 35 , 764 – 771 .
- Gallego , G. , Queyranne , M. and Simchi-Levi , D. ( 1990 a) Single resource multi-item inventory systems . Operations Research (to appear) .
- Gallego , G. , Shaw , D. and Simchi-Levi , D. ( 1990 b) The complexity of the staggering problem, and other classical inventory problems . Operations Research Letters (to appear) .
- Goyal , S.K. ( 1978 ) A note on 'Multi-product inventory situations with one restriction' . Journal of the Operational Research Society, 29 ( 3 ), 269 – 271 .
- Hadley , G. and Whitin , T.M. ( 1963 ) Analysis of Inventory Systems, Prentice-Hall , Englewood ClifTs , NJ .
- Haessler , R.W. and Hogue , S.L. ( 1976 ) A note on the single-machine multi-product lot scheduling problem . Management Science , 22 , 909 – 912 .
- Hall , N.G. ( 1988 ) A multi-item EOQ with inventory cycle balancing . Naval Research Logistics , 35 , 319 – 325 .
- Hariga , A.M. ( 1988 ) The warehouse scheduling problem . Unpublished Ph D thesis, School of OR&IE , Cornell University .
- Hariga , A.M. and Jackson , P.L. ( 1995 ) Time variant lot sizing models for the warehouse scheduling problem . IIE Transactions , 27 , 162 – 170 .
- Hartley , R. and Thomas , L.C. ( 1982 ) The deterministic, two-product, inventory system with capacity constraint . Journal of the Operational Research Society , Vol. 33 , 1013 – 1020 .
- Hodgson , T.J. and Howe , T.J. ( 1982 ) Production lot sizing with material-handling cost consideration . IIE Transactions , 14 , 44 – 51 .
- Holt , C.C. ( 1958 ) Decision rules for allocating inventory to lots and cost functions for making aggregate inventory decisions . Journal of Industrial Engineering , 9 , 14 – 22 .
- Homer , E.D. ( 1966 ), Space-limited aggregate inventories with phased deliveries . Journal of Industrial Engineering , 17 , 327 – 333 .
- Ibrahim , A. and Thomas , L.C. ( 1991 ) A two-product, single-machine, storage-constrained production problem . Journal of the Operational Research Society , 42 ( 9 ), 785 – 791 .
- Jackson , P.L. and Hariga , A.M. ( 1991 ) Time phasing of equal interval deliveries in the warehouse scheduling problem . Technical Report no. 931, School of OR&IE . Cornell University . Ithaca , New York .
- Johnson , L.A. and Montgomery , D.C. ( 1974 ) Operations Research in Production Planning, Scheduling and Inventory Control , John Wiley , New York .
- Muckstadt , J.A. and Singer , H.M. ( 1978 ) Comments on single cycle continuous review policies for arborescent production inventory systems . Management Science , 24 , 1766 – 1768 .
- Page , E. and Paul , R.J. ( 1976 ) Multi-product inventory situations with one restriction . Journal of the Operational Research Society , 27 , 815 – 834 .
- Parsons , J.A. ( 1966 ) Multi-product lot size determination when certain restriction are active . Journal of Industrial Engineering , 17 , 360 – 365 .
- Roundy , R. ( 1989 ) Rounding to power-of-two in continuous relaxations of capacitated lot sizing problems , Management Science , 35 , 1433 – 1442 .
- Schweitzer , P.J. and Silver , E.A. ( 1983 ) Mathematical pitfalls in the one-machine, multi-product economic lot scheduling problem . Operations Research , 31 , 401 – 405 .
- Zoller , K. ( 1977 ) Deterministic multi-item inventory systems with limited capacity . Management Science , 24 , 451 – 455 .