Improved solution process for inventory model with ramp-type demand under stock-dependent consumption rate

J. Lin, H. Chao, P. Julian
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引用次数: 7

Abstract

We use the smoothly connected property to simplify the solution process for inventory model with ramp-type demand under stock-dependent consumption rate. This article is a response to a complicated solution process of Wu et al. [“Retailer's optimal ordering policy for deteriorating items with ramp-type demand under stock-dependent consumption rate,” International Journal of Information and Management Sciences, 19, 245–262 (2008)]. They extended a minimum cost inventory model to a maximized profit problem and presented a detailed analysis for the solution procedure. However, their solution process may be too lengthy to involve many right but unnecessary results. In this article, we use the smooth connected property to dramatically simplify their solution structure. Our approach is also applied to minimum cost inventory models that were demonstrated by simplifying the paper of Deng et al. [“A note on the inventory models for deteriorating items with ramp type demand rate,” European Journal of Operational Research, 178, 112–120 (2007)]. Our findings will help ordinary readers to understand their important inventory models.
基于库存依赖消费率的斜坡型需求库存模型的改进求解过程
利用平滑连接的性质,简化了在库存依赖消耗率条件下具有斜坡型需求的库存模型的求解过程。本文是对Wu等人的一个复杂求解过程的回应[库存依赖消费率下匝道型需求的零售商最优订货策略,国际信息与管理科学学报,19,245-262(2008)]。他们将最小成本库存模型扩展到利润最大化问题,并详细分析了求解过程。然而,它们的解决过程可能太长,无法包含许多正确但不必要的结果。在这篇文章中,我们使用光滑连通的性质来极大地简化它们的解结构。我们的方法也适用于最小成本库存模型,该模型通过简化Deng等人的论文得到了证明。[“关于具有斜坡型需求率的变质物品库存模型的说明,”欧洲运筹学杂志,178,112-120(2007)]。我们的发现将有助于普通读者理解他们的重要库存模型。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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