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題名:在考慮通貨膨脹與時間價值下三種允許缺貨之退化性商品存貨模式
書刊名:管理與系統
作者:歐陽良裕 引用關係謝組邦
作者(外文):Ouyang, Liang-yuhHsieh, Tzuu-bang
出版日期:2000
卷期:7:4
頁次:頁533-551
主題關鍵詞:存貨退化需求率通貨膨脹時間價值InventoryDeterioratingDemand rateInflationTime-value of money
原始連結:連回原系統網址new window
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本文分別建立三種允許缺貨的退化性商品存貨模式,其中需求率與存貨水準有關,並考慮通貨膨脹與時間價值。本研究之主要目的,在於求出最佳之訂購次數和最佳之服務率,以使得在計畫期間內的存貨相關總成本為最低。為了解上述模式的求解過程,本文最後輔以數值範例來做說明、並進一步對此三種模式做比較。
In this paper, three allowing shortage inventory models for deteriorating items are established, where the demand rate is dependent on the inventory level. Furthermore the inflation and time-value of money are considered in these three models. The purpose of the paper is to determine the optimal number of replenishments and service rate to minimize total relevant costs over a finite time-horizon. Finally, three numerical examples are presented to illustrate the proposed models, and to identify the best alternative among these three.
期刊論文
1.Datta, T. K.、Pal, A. K.(1990)。A Note on an Inventory Model with Inventory-Level-Dependent Demand Rate。Journal of the Operational Research Society,41(10),971-975。  new window
2.Ray, J.、Chaudhuri, K. S.(1997)。An EOQ model with stock-dependent demand, shortage, inflation and time discounting。International Journal of Production Economics,53(2),171-180。  new window
3.Padmanabhan, G.、Vrat, P.(1995)。EOQ Models for Perishable Items under Stock Dependent Selling Rate。European Journal of Operational Research,86(2),281-292。  new window
4.Wee, Hui-Ming(1995)。A deterministic lot-size inventory model for deteriorating items with shortages and a declining market。Computers & Operations Research,22(3),345-356。  new window
5.Misra, Ram B.(1975)。Optimum Production Lot Size Model for a System with Deteriorating Inventory。International Journal of Production Research,13(5),495-505。  new window
6.Mandal, B. N.、Phaujdar, S.(1989)。An Inventory Model for Deteriorating Items and Stock-Dependent Consumption Rate。Journal of the Operational Research Society,40(5),483-488。  new window
7.Hariga, M. A.(1996)。Optimal EOQ Models for Deteriorating Items with Time-Varying Demand。Journal of the Operational Research Society,47,1228-1246。  new window
8.Covert, Richard P.、Philip, George C.(1973)。An EOQ Model for Items with Weibull Distribution Deterioration。AIIE Transactions,5(4),323-326。  new window
其他
1.Baker, R. C.(1988)。Deterministic Inventory Systems with an Inventory-level- dependent Demand Rate。  new window
2.Dave, U.(1981)。(T, Si) Policy Inventory Model for Deteriorating Items with Time Proportional Demand。  new window
3.Deb, M.(1987)。A Note on The Heuristic for Replenishment of Trended Inventories Considering Shortages。  new window
4.Ghare, P. M.(1963)。A Model for Exponentially Decaying Inventory System。  new window
5.Goyal, S. K.(1992)。The Finite Horizon Trended Inventory Replenishment Problem with Shortages。  new window
6.Gupta, R.(1986)。Inventory Models for Stock-dependent Consumption Rate。  new window
7.Hariga, M. A.(1995)。Lot Sizing Models for Deteriorating Items with Time-dependent Demand。  new window
8.Hariga, M. A.(1996)。Optimal Time Varying Lot-sizing Models under Inflationary Conditions。  new window
9.Philip, G. C.(1974)。A Generalized EOQ Model for Items with Weibull Distribution Deterioration。  new window
10.Teng, J. T.(1997)。An Optimal Recursive Method for Various Inventory Replenishment Models with Increasing Demand and Shortages,”。  new window
 
 
 
 
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