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Stochastic control and optimization in retail distribution: an empirical study of a Korean fashion company

机译:零售分销中的随机控制和优化:一家韩国时装公司的实证研究

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摘要

Considerable research has recently been conducted on improving the business performance of the fashion industry through supply-chain streamlining. In addition, the accuracy enhancement of sales forecasting by using statistical methods and machine learning algorithms to minimize inventory and improve profitability has been investigated. However, few studies have focused on solving the initial distribution problem to reduce logistical costs and loss of sales opportunities. This study solves the mathematical problems related to initial distributions of fashion products using stochastic control and optimization by conducting an empirical study using real data from a leading Korean fashion company. The initial distribution of a small quantity of items among numerous shops and the distribution of special sizes produced in small quantities were examined. Monte-Carlo simulations and Lebesgue's convergence theorem were considered useful for determining initial distributions of stock produced in small quantities. Furthermore, optimal initial distributions can be achieved when experience-based expert judgment is combined with mathematical modeling using stochastic control and optimization.
机译:最近,通过精简供应链,对改善时装业的业务绩效进行了大量研究。另外,已经研究了通过使用统计方法和机器学习算法来最大程度地减少库存和提高利润率的销售预测的准确性。但是,很少有研究专注于解决初始分销问题以减少物流成本和减少销售机会。这项研究通过使用来自韩国一家领先的时装公司的真实数据进行了实证研究,使用随机控制和优化解决了与时装产品的初始分销有关的数学问题。检查了少量商品在众多商店中的初始分布以及少量生产的特殊尺寸的分布。蒙特卡洛模拟和勒贝格的收敛定理被认为对确定少量生产的库存的初始分布很有用。此外,当基于经验的专家判断与使用随机控制和优化的数学建模相结合时,可以获得最佳的初始分布。

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