多维二叉搜索树的并行构造

Ibraheem Al-Furaih, S. Aluru, Sanjay Goil, S. Ranka
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引用次数: 48

摘要

多维二叉搜索树(简称k-d树)是一种流行的用于组织和操作空间数据的数据结构。这种数据结构在许多应用程序中都很有用,包括图划分、分层应用程序(如分子动力学和n体模拟)以及数据库。本文研究了在粗粒度分布式存储并行计算机上k-d树的高效并行构造。我们考虑了并行k-d树构建的几种算法,并从理论上和实验上对它们进行了分析,以期确定实际有效的算法。我们在CM-5上详细实现了所讨论的所有算法,并报告了实验结果。索引术语:k-d树,超立方体,网格,多维二叉搜索树,并行算法,并行计算机。
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Parallel construction of multidimensional binary search trees
Multidimensional binary search tree (abbreviated k-d tree) is a popular data structure for the organization and manipulation of spatial data. The data structure is useful in several applications including graph partitioning, hierarchical applications such as molecular dynamics and n-body simulations, and databases. In this paper, we study efficient parallel construction of k-d trees on coarse-grained distributed memory parallel computers. We consider several algorithms for parallel k-d tree construction and analyze them theoretically and experimentally, with a view towards identifying the algorithms that are practically efficient. We have carried out detailed implementations of all the algorithms discussed on the CM-5 and report on experimental results. Index Terms—k-d trees, hypercubes, meshes, multidimensional binary search trees, parallel algorithms, parallel computers.
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