期刊文献+

随机需求下一类变质性产品的生产库存最优策略 被引量:2

Optimal Production-inventory Strategy for Deteriorating Items with Stochastic Demand
下载PDF
导出
摘要 建立了计划期需求量是随机变量、生产系统不稳定的变质性产品生产库存模型。通过计划期总成本最小化来寻求最优生产时间,最后给出了相应的算例。 This paper establishes a production-inventory model for deteriorating items with unstable production system and stochastic demand in the planning period. The optimal production time is obtained by minimizing the total cost of the planning period and a numerical example is given for illustration.
作者 刘妍 古福文
出处 《物流技术》 2009年第12期113-116,共4页 Logistics Technology
关键词 随机需求 变质性产品 生产系统不稳定 生产库存模型 stochastic demand deteriorating item unstable production system production-inventory model
  • 相关文献

参考文献9

  • 1M Khouja. The Economic Production Lot Size Model under Volume Flexibility[J].Journal of the Computer and Operations Research,1995,22:515-523.
  • 2M Khouja, A Mehrej. Economic Production Lot Size Model with Variable Production Rate and Imperfect Quality [J].Journal of the Computer and Operations Research, 1995,45 : 1405-1417.
  • 3J Hong, R Sandrapaty, J Hayya. On Production Policies for Linearly Increasing Demand and Finite Uniform Production Rate[J]. Computer and Industrial Engineers, 1990, 18:110-127.
  • 4A Goswami, K S Chaudhuri. EOQ Model for Inventory with A Linear Trend in Demand and Finite Rate of Replenishment Considering Shortages[J]. International Journal of Systems Science, 1991,22:181-187.
  • 5D Panda, S Kar, K Maity, M Maiti. A Single Period Inventory Model with hnperfect Production and Stochastic Demand under Chance and Imprecise Constraints [J]. European Journal of Operational Research,2008,188: 121-139.
  • 6P M Ghare, G F Schrader. A Model for Exponential Decaying Inventory[J]. Journal of IndusrialEngineering, 1963,14: 238-243.
  • 7S Sana, S K Goyal, K S Chaudhuri. A Production-Inventory Model for A Deteriorating Item with Trended Demand and Shortages [J].European Journal of Operational Research, 2004,157:357-371.
  • 8K Maity, M Maiti. Production Inventory System for Model for Deteriorating Multi-Item with Inventory-Dependent Dynamic Demands under Inflation and Discounting [J].Tamsui Oxford Journal of Management Sciences, 2005, 21:1-18.
  • 9Nita H, Shah. Probabilistic Order Level System When Items in Inventory Deteriorate and Delay in Payments is Permissible[J].Joumal of Operational Research,2004,21 (3):319-331.

同被引文献30

  • 1文晓巍,左两军.易变质商品库存理论研究综述[J].华南农业大学学报(社会科学版),2007,6(4):46-52. 被引量:10
  • 2Reza Maihami,Isa Nakhai Kamalabadi.Joint pricing and inventory control for non-instantaneous deteriorating items with partial backlogging and time and price dependent demand[J].International Journal of Production Economics.2011(1)
  • 3Jie Min,Yong-Wu Zhou,Ju Zhao.An inventory model for deteriorating items under stock-dependent demand and two-level trade credit[J].Applied Mathematical Modelling.2010(11)
  • 4Mingbao Cheng,Guoqing Wang.A note on the inventory model for deteriorating items with trapezoidal type demand rate[J].Computers & Industrial Engineering.2008(4)
  • 5Jinn-Tsair Teng,Chun-Tao Chang.Economic production quantity models for deteriorating items with price- and stock-dependent demand[J].Computers and Operations Research.2003(2)
  • 6Zaid T. Balkhi,Lakdere Benkherouf.On an inventory model for deteriorating items with stock dependent and time-varying demand rates[J].Computers and Operations Research.2003(2)
  • 7S.K. Goyal,B.C. Giri.Recent trends in modeling of deteriorating inventory[J].European Journal of Operational Research.2001(1)
  • 8L. Aggoun,L. Benkherouf,L. Tadj.On a stochastic inventory model with deteriorating items[J].International Journal of Mathematics and Mathematical Sciences.2001(3)
  • 9Nita H. Shah.A discrete-time probabilistic inventory model for deteriorating items under a known price increase[J].International Journal of Systems Science.1998(8)
  • 10U. Dave.On probabilistic scheduling period inventory system for deteriorating items with instantaneous demand[J].Optimization.1991(3)

引证文献2

二级引证文献15

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部