scholarly journals Warranty Matching in a Consumer Electronics Closed-Loop Supply Chain

Author(s):  
Andre P. Calmon ◽  
Stephen C. Graves ◽  
Stef Lemmens

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.

2020 ◽  
Vol 2020 ◽  
pp. 1-19
Author(s):  
Chunmei Ma

In order to improve the efficiency of collection and green manufacturing level in a closed-loop supply chain (CLSC) system, the manufacturer invests green manufacturing efforts in product design and production process and intends to cooperate with other CLSC members to achieve excellent performance. In a two-period CLSC system consisting of one manufacturer, one retailer, and one third-service provider, a game-theoretical approach is adopted to compare the optimal decisions and profits of the three green manufacturing cooperation modes, namely, the manufacturer cooperates with the retailer and third-service provider, respectively, and the noncooperation mode is a benchmark. Moreover, the impact of different cooperation modes on CLSC decision-making is analyzed as well. The results indicate that the influence of difference among cooperation modes on CLSC decision is significant, and cooperation is always better than noncooperation. From the perspective of consumers as well as recycling and profit, although the collection rate of used products is not the highest when the manufacturer cooperates with the retailer, the price of product is the lowest and the green property of product is the most obvious; thus, this is regarded as the suitable cooperation mode after a comprehensive analysis. Besides, a coordination mechanism is designed to solve the inefficiency caused by double marginalization. Finally, numerical examples are presented to intuitively observe the relationships between decisions and profits and the impact of different parameters on them in the three modes, and some management inspirations are proposed ultimately.


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