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Information Sharing on Retail Platforms

机译:零售平台上的信息共享

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Problem definition: This paper studies the information-sharing strategy for a retail platform on which multiple competing sellers distribute their products. Academic/practical relevance: Because of the rapid growth of retail platforms in recent years, information sharing has become an increasingly important issue because retail platforms can gather an enormous amount of consumer information that may not be visible to the sellers. Understanding how to share such information with those sellers will provide useful implications from both the theoretical and practical perspectives. Methodology: We develop a game-theoretic model where multiple sellers engage in Cournot competition on a retail platform by selling substitutable products, and the platform charges a commission fee for each transaction. The platform owns superior demand information and can control the accuracy level when sharing the information with the sellers. Results: We find that the platform has incentives to share the information, and such sharing is beneficial both to the platform and to all sellers. Under the asymmetric information-sharing format, the optimal strategy for the platform is to select a subgroup of sellers and truthfully share information with them. Under the symmetric sharing format, the platform must use the same accuracy level and the same set of information for all sellers, and thus has incentives to reduce the accuracy of the shared information. Moreover, we identify a simple pricing mechanism that can achieve the optimal information-sharing outcome. Managerial implications: This research highlights the importance of considering the impact of information sharing for a retail platform with competing sellers. It also proposes a simple, single-price mechanism to implement the optimal sharing strategy. These results could provide useful guidelines for platform managers to better design their information-sharing services.
机译:问题定义:本文研究了多个竞争卖方分配产品的零售平台的信息共享策略。学术/实际相关性:由于近年来零售平台的快速增长,信息共享已成为越来越重要的问题,因为零售平台可以收集卖家可能无法看到的巨大消费者信息。了解如何与这些卖家分享这些信息,将提供从理论和实践角度来提供有用的影响。方法:我们开发了一个博弈论模型,其中多个卖家通过销售替代产品搞古诺竞争的零售平台上,平台收取手续费每笔交易。该平台拥有卓越的需求信息,可以在与卖家分享信息时控制准确度。结果:我们发现该平台有激励措施来分享信息,此类共享有利于平台和所有卖方。在非对称信息共享格式下,平台的最佳策略是选择卖家的子组,并与他们完全共享信息。在对称共享格式下,该平台必须使用相同的准确度和所有卖家的相同信息集,因此可以激励减少共享信息的准确性。此外,我们确定了一个简单的定价机制,可以实现最佳信息共享结果。管理含义:本研究强调了考虑与竞争卖方的零售平台的信息共享影响的重要性。它还提出了一种实现最佳共享策略的简单,单价机制。这些结果可以为平台管理人员提供有用的指导方针,以更好地设计其信息共享服务。

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