连接基数估计的更严格上界

Walter Cai
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引用次数: 0

摘要

尽管经过了几十年的研究,现代数据库系统仍然在与多连接查询作斗争。用户经常会经历长时间的等待,并且无法预测的频率会影响系统的可用性。本文提出了一种收紧连接基数上界的新方法。这些边界的目的是帮助查询优化器(QO)避免昂贵的物理连接计划。我们的方法如下:利用数据草图和随机散列,我们生成并收紧理论连接基数上界。我们概述了我们的基本数据结构和方法,以及如何将这些边界作为物理连接计划选择的新统计数据引入传统的QO框架。我们在GooglePlus社区图上评估了边界的紧密性,并在存在多路循环连接的情况下成功地生成了数量级上界。
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Tighter Upper Bounds for Join Cardinality Estimates
1 PROBLEM AND MOTIVATION Despite decades of research, modern database systems still struggle with multijoin queries. Users will often experience long wait times occurring with unpredictable frequency detracting from the usability of the system. In this work we develop a new method to tighten join cardinality upper bounds. The intention for these bounds is to assist the query optimizer (QO) in avoiding expensive physical join plans. Our approach is as follows: leveraging data sketching, and randomized hashing we generate and tighten theoretical join cardinality upper bounds. We outline our base data structures and methodology, and how these bounds may be introduced to a traditional QO framework as a new statistic for physical join plan selection. We evaluate the tightness of our bounds on GooglePlus community graphs and successfully generate degree of magnitude upper bounds even in the presence of multiway cyclic joins.
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