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Finding Misplaced Items in Retail by Clustering RFID Data

机译:通过聚类RFID数据查找零售中错放的物品

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In retail, products are organized according to layout plans, so-called planograms. Compliance to planograms is important, since good product placement can significantly increase sales. Currently, retailers are about to implement RFID installations consisting of smart shelves and RFID-tagged items to support in-store logistics and processes. In principle, they can also use these installations to implement plan-ogram compliance verification: Each antenna is supposed to detect all tagged items in one location of the planogram. But due to physical constraints, RFID tags can be identified by more than one RFID antenna. Thus, one cannot decide if an item carrying such a tag complies with the planogram. We propose a new method called RPCV which checks planogram compliance on large databases of items. It is based on the observation that the number of times an antenna identifies each item of a certain product type roughly follows a normal distribution. RPCV represents each item as a two-dimensional vector containing the number of readings both by the right antenna and by wrong ones according to the planogram. It clusters this data, separately for each product type. A cluster then is a set of correctly placed items or of misplaced ones. RPCV produces one order of magnitude less wrong predictions than current state of the art, and it requires less data to yield good predictions. A study with RFID-equipped goods and smart shelves shows that our approach is effective in realistic scenarios.
机译:在零售中,产品是根据布局计划(即所谓的货架图)进行组织的。遵守货架图非常重要,因为良好的产品放置可以显着提高销售额。当前,零售商将实施由智能货架和带有RFID标签的物品组成的RFID安装,以支持店内物流和流程。原则上,他们也可以使用这些安装来实施平面图一致性验证:每个天线都应该在平面图的一个位置检测所有标记的项目。但是由于物理限制,RFID标签可以由一个以上的RFID天线识别。因此,不能确定带有这种标签的物品是否符合货架图。我们提出了一种称为RPCV的新方法,该方法可以检查大型项目数据库中货架图的合规性。基于这样的观察,天线识别某种产品类型的每个项目的次数大致遵循正态分布。 RPCV将每个项目表示为二维向量,其中包含根据平面图显示的正确天线和错误天线的读数数量。它针对每种产品类型分别对这些数据进行聚类。这样,群集就是一组正确放置的项目或放置错误的项目。与现有技术相比,RPCV产生的错误预测要少一个数量级,并且需要更少的数据才能产生良好的预测。一项针对配备RFID的商品和智能货架的研究表明,我们的方法在现实情况下是有效的。

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