自顶向下连接枚举算法的有效鲁棒剪枝

Pit Fender, G. Moerkotte, Thomas Neumann, Viktor Leis
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引用次数: 20

摘要

查找连接操作的最佳执行顺序是当今基于成本的查询优化器的一项关键任务。有两种方法可以确定最佳计划:自底向上和自顶向下的连接枚举。对于这两种优化策略,已经发表了高效的算法。然而,只有自顶向下的方法才允许分支绑定修剪。在文献中可以找到两种修剪技术。我们加了六个新的。综合起来,它们大致提高了2 - 5倍的平均性能。更重要的是,我们的技术将最坏的情况提高了两个数量级。此外,我们还引入了一种新的、非常高效且易于实现的自顶向下连接枚举算法。该算法与我们改进的剪枝技术一起,产生的性能比原始的自顶向下枚举算法使用原始剪枝方法的性能平均高出6 - 9倍。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Effective and Robust Pruning for Top-Down Join Enumeration Algorithms
Finding the optimal execution order of join operations is a crucial task of today's cost-based query optimizers. There are two approaches to identify the best plan: bottom-up and top-down join enumeration. For both optimization strategies efficient algorithms have been published. However, only the top-down approach allows for branch-and-bound pruning. Two pruning techniques can be found in the literature. We add six new ones. Combined, they improve performance roughly by an average factor of 2 - 5. Even more important, our techniques improve the worst case by two orders of magnitude. Additionally, we introduce a new, very efficient, and easy to implement top-down join enumeration algorithm. This algorithm, together with our improved pruning techniques, yields a performance which is by an average factor of 6 - 9 higher than the performance of the original top-down enumeration algorithm with the original pruning methods.
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