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Crawling Hidden Objects with kNN Queries
Abstract:
Many websites offering Location Based Services (LBS) provide a NN search
interface that returns the top- nearest-neighbor objects (e.g., nearest
restaurants) for a given query location. This paper addresses the problem of
crawling all objects efficiently from an LBS website, through the public NN web
search interface it provides. Specifically, we develop crawling algorithm for 2D
and higher-dimensional spaces, respectively, and demonstrate through
theoretical analysis that the overhead of our algorithms can be bounded by a
function of the number of dimensions and the number of crawled objects,
regardless of the underlying distributions of the objects. We also extend the
algorithms to leverage scenarios where certain auxiliary information about the
underlying data distribution, e.g., the population density of an area which is often
positively correlated with the density of LBS objects, is available. Extensive
experiments on real-world datasets demonstrate the superiority of our algorithms
over the state-of-the-art competitors in the literature.

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Crawling hidden objects with k nn queries

  • 1. Crawling Hidden Objects with kNN Queries Abstract: Many websites offering Location Based Services (LBS) provide a NN search interface that returns the top- nearest-neighbor objects (e.g., nearest restaurants) for a given query location. This paper addresses the problem of crawling all objects efficiently from an LBS website, through the public NN web search interface it provides. Specifically, we develop crawling algorithm for 2D and higher-dimensional spaces, respectively, and demonstrate through theoretical analysis that the overhead of our algorithms can be bounded by a function of the number of dimensions and the number of crawled objects, regardless of the underlying distributions of the objects. We also extend the algorithms to leverage scenarios where certain auxiliary information about the underlying data distribution, e.g., the population density of an area which is often positively correlated with the density of LBS objects, is available. Extensive experiments on real-world datasets demonstrate the superiority of our algorithms over the state-of-the-art competitors in the literature.