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- W3214888932 abstract "Analyzing Capacitated Two-Echelon Systems with Permutation-Dependent Separability Capacitated multiechelon systems are common in practice due to the escalating costs of labor and advanced manufacturing technology. However, identifying the optimal replenishment policies for such systems is a largely open area of research due to the intrinsic complexity, especially when there is an upstream bottleneck. In “A Permutation-Dependent Separability Approach for Capacitated Two-Echelon Inventory Systems”, Shen, Yu, and Huh propose a new approach, that is, permutation-dependent separability, to tackle a capacitated two-echelon system in which the capacity of upstream stage can be the bottleneck. They show that the value function for the capacitated two-echelon system in each period is permutation-dependent separable, and that for each echelon, a permutation-dependent echelon base stock policy is optimal. The authors also develop efficient solution procedures on how to obtain the optimal policy." @default.
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- W3214888932 date "2022-07-01" @default.
- W3214888932 modified "2023-09-26" @default.
- W3214888932 title "Technical Note—A Permutation-Dependent Separability Approach for Capacitated Two-Echelon Inventory Systems" @default.
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- W3214888932 doi "https://doi.org/10.1287/opre.2021.2194" @default.
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