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Fast nearest neighbor search in high-dimensional space

机译:快速最近的邻居搜索高维空间

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Similarity search in multimedia databases requires an efficient support of nearest neighbor search on a large set of high dimensional points as a basic operation for query processing. As recent theoretical results show, state of the art approaches to nearest neighbor search are not efficient in higher dimensions. In our new approach, we therefore precompute the result of any nearest neighbor search which corresponds to a computation of the voronoi cell of each data point. In a second step, we store the voronoi cells in an index structure efficient for high dimensional data spaces. As a result, nearest neighbor search corresponds to a simple point query on the index structure. Although our technique is based on a precomputation of the solution space, it is dynamic, i.e. it supports insertions of new data points. An extensive experimental evaluation of our technique demonstrates the high efficiency for uniformly distributed as well as real data. We obtained a significant reduction of the search time compared to nearest neighbor search in the X tree (up to a factor of 4).
机译:多媒体数据库中的相似性搜索需要在一大集高维点上有效支持最近的邻居搜索,作为查询处理的基本操作。随着最近的理论结果表明,最近邻南搜索的技术方法在更高的尺寸上不有效。因此,在我们的新方法中,我们将对应于每个数据点的Voronoi小区的计算来预先计算任何最接近的邻居搜索的结果。在第二步中,我们将Voronoi单元存储在高维数据空间的索引结构中。结果,最近的邻居搜索对应于索引结构上的简单点查询。虽然我们的技术基于解决方案空间的预先计算,但它是动态的,即它支持新数据点的插入。我们技术的广泛实验评估证明了均匀分布的高效率以及实际数据。与X树中的最近邻南搜索相比,我们获得了对搜索时间的显着减少(高达4倍)。

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