The resource constrained single-item inventory problem with demand-dependent unit cost

Production Planning and Control

Volumn 9, Issue 7, 1998, Pages 700-704

  Kotb, K A M ^a  

^a Tanta University   (Egypt)

Author keywords

Budget cost; Demand rate; Geometric programming; Holding cost; Inventory

Indexed keywords

CONSTRAINT THEORY; COST EFFECTIVENESS; INDUSTRIAL ECONOMICS; INVENTORY CONTROL; MATHEMATICAL MODELS; MATHEMATICAL PROGRAMMING; PROCESS CONTROL; PURCHASING; RESOURCE ALLOCATION; SCHEDULING;

DEMAND-DEPENDENT UNIT COSTS; ECONOMIC ORDER QUANTITY (EOQ); GEOMETRIC PROGRAMMING;

JUST IN TIME PRODUCTION;

EID: 0032183131     PISSN: 09537287     EISSN: 13665871     Source Type: Journal    
DOI: 10.1080/095372898233704     Document Type: Article

References (4)

1. Abou-El-Ata, M Q, and Kotb, K.A.M., 1996, Multi-item EOQinventory model with varying holding cost under two restrictions: a geometric programming approach. Production Planning and Control, 8 (6).
2. Duffin, RJ., and PEterson, E. L., 1974, Constrained minima treated by geometric means. Westinghouse Scientific Paper 64-158-129-P3.
3. Hariri, A. M. A., Abou-El-Ata, M O, and Goyal, S. K., 1995, The resource constrained multi-item inventory problem with price discount: a geometric programming approach. Production Planning and Control, 6 (4), 374-377.
4. Lev, B., and Weiss, H. J., 1990, Inventory models with cost changes. Operations Research, 38, 53-63.