Top-k连接查询:克服反相关的诅咒

Manish Patil, R. Shah, Sharma V. Thankachan
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引用次数: 1

摘要

现有的top-k连接查询的启发式算法,旨在最小化扫描深度,严重依赖于分数和分数的相关性。已知对于长度为n的两个关系之间的均匀随机分数,需要√kn的扫描深度。此外,优化反相关选择的多个标准可能需要高达(n + k)/2的扫描深度。我们建立了一个线性空间索引,它在预测最坏情况查询时维护了一个答案子集。在此基础上,我们实现了Õ(√kn)的连接试验,即即使是最坏情况下的查询,平均情况下的性能。实验结果表明,该算法优于著名的Rank-Join算法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Top-k join queries: overcoming the curse of anti-correlation
The existing heuristics for top-k join queries, aiming to minimize the scan-depth, rely heavily on scores and correlation of scores. It is known that for uniformly random scores between two relations of length n, scan-depth of √kn is required. Moreover, optimizing multiple criteria of selections that are anti-correlated may require scan-depth up to (n + k)/2. We build a linear space index, which in anticipation of worst-case queries maintains a subset of answers. Based on this, we achieve Õ(√kn) join trials i.e., average case performance even for the worst-case queries. The experimental evaluation shows superior performance against the well-known Rank-Join algorithm.
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