Titlebook: Decision Criteria and Optimal Inventory Processes; Baoding Liu,Augustine O. Esogbue Book 1999 Springer Science+Business Media New York 199

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Shuo Wang,Hui Tian,Xuzhen Zhu,Zhipeng Wuose inventory levels will be denoted by .., ..,⋯, .., or by a vector x = (.., ..,⋯, ..), and the demand ξ = (ξ., ξ.,⋯, ξ.) is subject to a joint density function ..(ξ., ξ.,⋯, ξ.) at stage .. We note that this situation, although more complex, is more prevalent in real world inventory systems than th

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Ye Wu,Mengyu Ma,Luo Chen,Zhinong Zhonged by Liu[93]. In this chapter, we will restrict our attention to the maximin ordering policy of probability criterion models for inventory systems in which we maximize the minimum weighted sum of all probabilities that the inventory levels over their respective stages do not exceed some specified b

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