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Duals for classical inventory models via generalized geometricprogramming

机译:通过广义几何编程实现经典库存模型的对偶

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Inventory problems generally have a structure that can be exploited forcomputational purposes. Here, we look at the duals of two seemingly unrelated inventorymodels that suggest an interesting duality between discrete time optimal control andoptimization over an ordered sequence of variables. Concepts from conjugate dualityand generalized geometric programming are used to establish the duality.
机译:库存问题通常具有可用于计算目的的结构。在这里,我们看两个看似无关的库存模型的对偶,它们表明离散时间最优控制与对有序变量序列的优化之间存在有趣的对偶。共轭对偶和广义几何规划的概念被用来建立对偶。

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