计算机科学
动态定价
简单(哲学)
数学优化
计量经济学
联合概率分布
定价策略
经济
随机过程
接头(建筑物)
二项期权定价模型
运筹学
交易策略
钥匙(锁)
二项式(多项式)
平稳分布
收益率
库存控制
数理经济学
简单算法
概率分布
永续盘存
微观经济学
负二项分布
随机建模
随机变量
作者
J. Liang,Stefanus Jasin,Joline Uichanco
标识
DOI:10.1287/moor.2022.0172
摘要
This paper addresses operational challenges faced by retailers offering free return policies. We consider a general system with lost sales, positive lead time, periodic review, binomial demand, and an arbitrary restriction on price change frequency. We study the joint pricing and inventory decisions in the presence of stochastic returns. Specifically, when an item is purchased, it can be returned at a future random time and may be restocked for resale after passing an inspection. We assume a general stationary return time distribution. A key challenge in both policy design and analysis arises from the dynamic coupling introduced by returns being restocked over time. To address this, we propose a simple yet effective policy that combines a simple inventory policy with adaptive pricing based on observed sales and returns. Our results provide insights into how uncertainty in both demand and returns can be managed through adaptive pricing under various price change constraints. The analysis can be extended to more general settings, including (1) return fees and partial refunds, (2) nonstationary demand, and (3) service-level constraints. We also show numerically that misspecifying the return time distribution can lead to significant losses, even in a fully deterministic system without randomness. Funding: J. Uichanco was partially supported by the NSF [Grant 2208189]. Supplemental Material: The online appendix is available at https://doi.org/10.1287/moor.2022.0172 .
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