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The optimal combination between selling mode and logistics service strategy in an e-commerce market

业务 模式(计算机接口) 计算机科学 产业组织 电子商务 过程管理 服务(商务) 运筹学 商业 营销 数学 万维网 操作系统
作者
Xuelian Qin,Zhixue Liu,Lin Tian
出处
期刊:European Journal of Operational Research [Elsevier]
卷期号:289 (2): 639-651 被引量:283
标识
DOI:10.1016/j.ejor.2020.07.029
摘要

In e-commerce, many online platforms operate as a reseller for some products and serve as a marketplace for others. Under both selling modes, the logistics service can be undertaken by the platform or the supplier. The combination between the selling mode and the logistics service strategy produces four typical scenarios: (a) the platform acts as a reseller and the supplier offers the logistics service, namely, the RS scenario; (b) the platform serves as a reseller and provides the logistics service, namely, the RP scenario; (c) the platform works as a marketplace and the supplier offers the logistics service, namely, the MS scenario; and (d) the platform operates as a marketplace and provides the logistics service, namely, the MP scenario. On this basis, this paper proposes an analytical model to examine how the selling mode choice interacts with the logistics service strategy. We find that the supplier's preference aligns with the improvement of the logistics service level. When the cost performance of the logistics service is high, the RP scenario will generate the highest logistics service level, in which the supplier will gain the highest profit; when the cost performance of the logistics service is low, the MS scenario will generate the highest logistics service level and give the supplier the highest profit. For the platform, as the logistics service's cost performance increases, his preferred scenario will evolve from MP to MS, and then to RP. Further, we examine the equilibrium scenario by considering the interactions between the supplier and the online platform. We find that the MS scenario will be the equilibrium when the logistics service's cost performance is in the medium range; otherwise, RP will become the equilibrium scenario.
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