Superseding Nearest Neighbor Search on Uncertain Spatial Databases

  • Authors:
  • Sze Man Yuen;Yufei Tao;Xiaokui Xiao;Jian Pei;Donghui Zhang

  • Affiliations:
  • Chinese University of Hong Kong, Hong Kong;Chinese University of Hong Kong, Hong Kong;Nanyang Technological University;Simon Fraser University, Burnaby;Northeastern University, Boston

  • Venue:
  • IEEE Transactions on Knowledge and Data Engineering
  • Year:
  • 2010

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Abstract

This paper proposes a new problem, called superseding nearest neighbor search, on uncertain spatial databases, where each object is described by a multidimensional probability density function. Given a query point q, an object is a nearest neighbor (NN) candidate if it has a nonzero probability to be the NN of q. Given two NN-candidates o_1 and o_2, o_1 supersedeso_2 if o_1 is more likely to be closer to q. An object is a superseding nearest neighbor (SNN) of q, if it supersedes all the other NN-candidates. Sometimes no object is able to supersede every other NN-candidate. In this case, we return the SNN-core—the minimum set of NN-candidates each of which supersedes all the NN-candidates outside the SNN-core. Intuitively, the SNN-core contains the best objects, because any object outside the SNN-core is worse than all the objects in the SNN-core. We show that the SNN-core can be efficiently computed by utilizing a conventional multidimensional index, as confirmed by extensive experiments.