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A proposition of querying scheme with network Voronoi diagram in bichromatic reverse k-nearest neighbor

机译:双色反向k近邻中具有网络Voronoi图的查询方案的命题

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Purpose - This study aims to propose and evaluate a searching scheme for a bichromatic reverse k-nearest neighbor (BRkNN) that has objects and queries in spatial networks. In this proposed scheme, the author's search for the BRkNN of the query using an influence zone for each object with a network Voronoi diagram (NVD). Design/methodology/approach - The author's analyze and evaluate the performance of the proposed searching scheme. Findings - The contribution of this paper is that it confirmed that the proposed searching scheme gives shorter processing time than the conventional linear search. Research limitations/implications - A future direction of this study will involve making a searching scheme that reduces the processing time when objects move automatically on spatial networks. Practical implications - In BRkNN, consider two groups in a convenience store, where several convenience stores, which are constructed in Groups A and B, operate in a given region. The author's can use RNN is RkNN when k = 1 (RNN) effectively to set a new store considering the Euclidean and road distances among stores and the location relationship between Groups A and B. Originality/value - In the proposed searching scheme, the author's search for the BRkNN of the query for each object with an NVD using the influence zone, which is the region where an object in the spatial network recognizes the nearest neighbor for the query.
机译:目的-本研究旨在为在空间网络中具有对象和查询的双色反向k最近邻(BRkNN)提出并评估搜索方案。在此提议的方案中,作者使用每个网络的Voronoi图(NVD)对每个对象的影响区来搜索查询的BRkNN。设计/方法/方法-作者分析和评估提出的搜索方案的性能。发现-本文的贡献在于,它证实了所提出的搜索方案比传统的线性搜索具有更短的处理时间。研究的局限性/意义-这项研究的未来方向将涉及制定一种搜索方案,以减少物体在空间网络上自动移动时的处理时间。实际意义-在BRkNN中,考虑便利店中的两个组,其中在A和B组中构建的几个便利店在给定区域中运营。当k = 1(RNN)时,作者可以使用RNN为RkNN来有效地设置新商店,这要考虑商店之间的欧几里得距离和道路距离以及A和B组之间的位置关系。创意/价值-在提出的搜索方案中,作者的使用影响区(NVD)为每个具有NVD的对象搜索查询的BRkNN,该区域是空间网络中的对象识别出查询的最近邻居的区域。

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