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Warranty Matching in a Consumer Electronics Closed-Loop Supply Chain

机译:消费电子闭环供应链中的保修匹配

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Problem definition: We examine a dynamic assignment problem faced by a large wireless service provider (WSP) that is a Fortune 100 company. This company manages two warranties: (i) a customer warranty that the WSP offers its customers and (ii) an original equipment manufacturer (OEM) warranty that OEMs offer the WSP. The WSP uses devices refurbished by the OEM as replacement devices, and hence their warranty operation is a closed-loop supply chain. Depending on the assignment the WSP uses, the customer and OEM warranties might become misaligned for customer-device pairs, potentially incurring a cost for the WSP. Academic/practical relevance: We identify, model, and analyze a new dynamic assignment problem that emerges in this setting called the warranty matching problem. We introduce a new class of policies, called farsighted policies, which can perform better than myopic policies. We also propose a new heuristic assignment policy, the sampling policy, which leads to a near-optimal assignment. Our model and results are motivated by a real-world problem, and our theory-guided assignment policies can be used in practice; we validate our results using data from our industrial partner. Methodology: We formulate the problem of dynamically assigning devices to customers as a discrete-time stochastic dynamic programming problem. Because this problem suffers from the curse of dimensionality, we propose and analyze a set of reasonable classes of assignment policies. Results: The performance metric that we use for a given assignment policy is the average time that a replacement device under a customer warranty is uncovered by an OEM warranty. We show that our assignment policies reduce the average uncovered time and the expected number of out-of-OEM-warranty returns by more than 75% in comparison with our industrial partner's current assignment policy. We also provide distribution-free bounds for the performance of a myopic assignment policy and of random assignment, which is a proxy for the WSP's current policy. Managerial implications: Our results indicate that, in closed-loop supply chains, being completely farsighted might be better than being completely myopic. Also, policies that are effective in balancing short-term and long-term costs can be simple and effective, as illustrated by our sampling policy. We describe how the performance of myopic and farsighted policies depend on the size and length of inventory buildup.
机译:问题定义:我们检查一家财富100家公司的大型无线服务提供商(WSP)面临的动态分配问题。这家公司管理两项保修:(i)WSP为客户提供的客户保修和(ii)原始设备制造商(OEM)保修,OEMS提供WSP。 WSP使用OEM作为更换设备翻新的设备,因此其保修操作是闭环供应链。根据分配,WSP使用,客户和OEM保修可能会对客户设备对中未alaligned,可能会导致WSP的成本。学术/实际相关性:我们识别,模型和分析了一个新的动态分配问题,该问题在此设置中出现称为保修匹配问题。我们介绍一类新的政策,称为远视政策,可以比近视政策更好。我们还提出了一种新的启发式作业政策,采样政策,导致近乎最佳分配。我们的模型和结果受到真实问题的动机,我们的理论引导分配政策可以在实践中使用;我们使用来自我们工业伙伴的数据验证我们的结果。方法论:我们为客户提供动态分配设备作为离散时间随机动态规划问题的问题。因为这个问题遭受了维度的诅咒,所以我们提出并分析了一系列合理的分配政策。结果:我们用于给定的任务策略的性能指标是OEM保修下未覆盖客户保修下的替换设备的平均时间。我们表明,与我们的工业合作伙伴当前的任务政策相比,我们的任务政策减少了超过75%的平均未发现的时间和预期的OUM-保修回报率。我们还为近视分配策略和随机分配提供无分配范围,这是WSP当前策略的代理。管理含义:我们的结果表明,在闭环供应链中,完全远视可能比完全近视更好。此外,在平衡短期和长期成本方面有效的策略可以简单且有效,如我们的抽样政策所示。我们描述了近视和远视政策的表现如何取决于库存积累的大小和长度。

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