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Fast Algorithms for Nearest Neighbour Search

机译:最近邻居搜索的快速算法

摘要

The nearest neighbour problem is of practical significance in a number of fields. Often we are interested in finding an object near to a given query object. The problem is old, and a large number of solutions have been proposed for it in the literature. However, it remains the case that even the most popular of the techniques proposed for its solution have not been compared against each other. Also, many techniques, including the old and popular ones, can be implemented in a number of ways, and often the different implementations of a technique have not been thoroughly compared either. This research presents a detailed investigation of different implementations of two popular nearest neighbour search data structures, KDTrees and Metric Trees, and compares the different implementations of each of the two structures against each other. The best implementations of these structures are then compared against each other and against two other techniques, Annulus Method and Cover Trees. Annulus Method is an old technique that was rediscovered during the research for this thesis. Cover Trees are one of the most novel and promising data structures for nearest neighbour search that have been proposed in the literature.
机译:最近邻问题在许多领域中具有实际意义。通常,我们有兴趣在给定查询对象附近找到一个对象。这个问题是古老的,并且在文献中已经提出了许多解决方案。但是,仍然存在这样的情况,即使是针对其解决方案提出的最流行的技术也没有相互比较。而且,许多技术,包括旧的和流行的技术,可以以多种方式实施,并且常常也没有彻底比较该技术的不同实施方式。这项研究提出了两种流行的最近邻居搜索数据结构KDTrees和Metric Trees的不同实现的详细调查,并比较了两种结构中每种结构的不同实现。然后将这些结构的最佳实现方式相互比较,并与其他两种技术(环空方法和覆盖树)进行比较。环形法是一项古老的技术,在本论文的研究过程中被重新发现。覆盖树是文献中已提出的用于最近邻居搜索的最新颖和最有前途的数据结构之一。

著录项

  • 作者

    Kibriya Ashraf Masood;

  • 作者单位
  • 年度 2007
  • 总页数
  • 原文格式 PDF
  • 正文语种 en
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