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Balanced Nearest Neighborhood Query in Spatial Database

机译:空间数据库中的平衡最近邻查询

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In the spatial database, given a data set P of points, a query point q, the Nearest Neighborhood Query (NNH) retrieves the nearest group of points (i.e, a cluster) from P, where the group is assigned with a fixed scale. NNH is an important query processing problem, and it can be applied to many applications such as point of interests (POI) and location-based services (LBS). However, we observe that NNH requires a fixed scale of candidate groups. It is an unrealistic setting that all candidate groups have the same size. Moreover, fixing the scale also leads to the cases that NNH returns an empty result, which certainly restricts its application. In this paper, to make a general and realistic neighborhood retrieval, we propose a novel query problem named Balanced Nearest Neighborhood query (BNNH). In BNNH, we allow the flexible scale of candidate groups hence guarantee a non-empty result. We also indicate that users' preferences should be taken into consideration as well when comparing clusters with different locations and scales. BNNH query carries out a balancing function to evaluate clusters with users' preferences, and returns a more appropriate neighborhood. We also proposed two solutions for efficient processing of BNNH query. We conduct sufficient experiments to confirm the superiorities of our proposed solutions.
机译:在空间数据库中,给定点的数据集P,即查询点q,最近邻查询(NNH)从P中检索最近的点组(即聚类),其中该组被分配了固定的比例尺。 NNH是一个重要的查询处理问题,可以应用于许多应用程序,例如兴趣点(POI)和基于位置的服务(LBS)。但是,我们观察到NNH需要固定规模的候选组。所有候选组都具有相同的大小是不现实的设置。而且,固定比例也会导致NNH返回空结果的情况,这肯定会限制其应用。在本文中,为了进行一般而现实的邻域检索,我们提出了一个新的查询问题,称为平衡最近邻查询(BNNH)。在BNNH中,我们允许候选人组的规模灵活,因此保证了非空结果。我们还指出,在比较具有不同位置和规模的集群时,也应考虑用户的偏好。 BNNH查询执行平衡功能,以根据用户的偏好评估群集,并返回更合适的邻域。我们还提出了两种有效处理BNNH查询的解决方案。我们进行了足够的实验,以确认我们提出的解决方案的优越性。

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