Spatial search for K diverse-near neighbors

Gregory Ference, Wang-Chien Lee, Hui-Ju Hung, De-Nian Yang
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引用次数: 8

Abstract

To many location-based service applications that prefer diverse results, finding locations that are spatially diverse and close in proximity to a query point (e.g., the current location of a user) can be more useful than finding the k nearest neighbors/locations. In this paper, we investigate the problem of searching for the k Diverse-Near Neighbors (kDNNs)} in spatial space that is based upon the spatial diversity and proximity of candidate locations to the query point. While employing a conventional distance measure for proximity, we develop a new and intuitive diversity metric based upon the variance of the angles among the candidate locations with respect to the query point. Accordingly, we create a dynamic programming algorithm that finds the optimal kDNNs. Unfortunately, the dynamic programming algorithm, with a time complexity of O(kn3), incurs excessive computational cost. Therefore, we further propose two heuristic algorithms, namely, Distance-based Browsing (DistBrow) and Diversity-based Browsing (DivBrow) that provide high effectiveness while being efficient by exploring the search space prioritized upon the proximity to the query point and spatial diversity, respectively. Using real and synthetic datasets, we conduct a comprehensive performance evaluation. The results show that DistBrow and DivBrow have superior effectiveness compared to state-of-the-art algorithms while maintaining high efficiency.
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K个异近邻的空间搜索
对于许多喜欢不同结果的基于位置的服务应用程序,查找空间上不同且靠近查询点的位置(例如,用户的当前位置)可能比查找k个最近的邻居/位置更有用。在本文中,我们研究了基于候选位置与查询点的空间多样性和接近性在空间空间中搜索k个不同近邻(kdnn)}的问题。在使用传统距离度量接近度的同时,我们基于候选位置相对于查询点的角度方差开发了一种新的直观的多样性度量。因此,我们创建了一个动态规划算法来找到最优的kdnn。然而,动态规划算法的时间复杂度为0 (kn3),计算代价过高。因此,我们进一步提出了两种启发式算法,即基于距离的浏览(DistBrow)和基于多样性的浏览(DivBrow),这两种算法分别根据查询点的接近度和空间多样性优先级来探索搜索空间,从而提供了较高的效率。使用真实和合成数据集,我们进行了全面的性能评估。结果表明,与最先进的算法相比,DistBrow和DivBrow在保持高效率的同时具有优越的有效性。
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