[1] |
Aptech Systems, GAUSS System version 3.2.32, Aptech Systems, Washington, 1997 |

[2] |
Bose, S.; Goswami, A.; Chaudhuri, K. S.: An EOQ model for deteriorating items with linear time-dependent demand rate and shortages under inflation and time discounting. Journal of the operational research society 46, 771-782 (1995) · Zbl 0832.90026 |

[3] |
Carlson, M. L.; Rousseau, J. L.: EOQ under date-terms supplier credit. Journal of the operational research society 40, 451-460 (1989) |

[4] |
Cheng, T. C.: An economic order quantity model with demand-dependent unit production cost and imperfect production process. IIE transactions 23, 23-28 (1991) |

[5] |
Chung, K. H.: Inventory control and trade credit revisited. Journal of the operational research society 40, 495-498 (1989) · Zbl 0665.90021 |

[6] |
Chung, K. J.; Lin, S. D.: A note on the optimal cycle length with a random planning horizon. The engineering economist 40, 385-392 (1995) |

[7] |
Chung, K. H.; Kim, Y. H.: Economic analysis of inventory systems: A rejoinder. The engineering economist 35, 75-80 (1989) |

[8] |
Gaither, N.: The effects of inflation and fuel scarcity upon inventory policies. Production and inventory management 22, 37-48 (1981) |

[9] |
Gurnani, C.: Economic analysis of inventory systems. International journal of production research 21, 261-277 (1983) · Zbl 0537.90029 |

[10] |
Gurnani, C.: Economic analysis of inventory systems a reply. International journal of production research 23, 771-772 (1985) |

[11] |
Haneveld, W. K.; Teunter, R. H.: Effects of discounting and demand rate variability on the EOQ. International journal of production economics 54, 173-192 (1998) |

[12] |
Hariga, M. A.; Ben-Daya, M.: Optimal time varying lot-sizing models under inflationary conditions. European journal of operational research 89, 313-325 (1996) · Zbl 0913.90093 |

[13] |
Harris, F. W.: How many parts to make at once. Factory 10, 135-136 (1913) |

[14] |
Kim, Y. H.; Philippatos, G. C.; Chung, K. H.: Evaluating investments in inventory systems: A net present value framework. The engineering economist 31, 119-136 (1986) |

[15] |
Masters, J.: A note on the effect of sudden obsolescence on the optimal lot size. Decision sciences 22, 1180-1186 (1991) |

[16] |
Moon, I.; Yun, W.: An economic order quantity model with a random planning horizon. The engineering economist 39, 77-86 (1993) |

[17] |
Park, C. S.; Son, Y. K.: The effect of discounting on inventory lot sizing models. Engineering costs and production economics 16, 35-48 (1989) |

[18] |
I. Seo, Y. Kim, An optimal policy in a finite horizon inventory model with discounted costs, Working Paper, Korea Advanced Institute of Science and Technology, Taejon, 1994 |

[19] |
E. Silver, Modeling in support of continuous improvements towards achieving world class operations, Perspectives in Operations Management, Kluwer Academic Publishers, Hingham, MA, 1993, pp. 23--44 |

[20] |
E.A. Silver, D. Pyke, R. Peterson, Inventory Management and Production Planning and Scheduling, 3rd ed., Wiley, New York, 1998 |

[21] |
Trippi, R. R.; Lewin, D. E.: A present value formulation of the classical EOQ problem. Decision sciences 5, 30-35 (1974) |