...
首页> 外文期刊>Geo-spatial information science >The generic annular bucket histogram for estimating the selectivity of spatial selection and spatial join
【24h】

The generic annular bucket histogram for estimating the selectivity of spatial selection and spatial join

机译:用于估计空间选择和空间连接的选择性的通用环形桶直方图

获取原文
   

获取外文期刊封面封底 >>

       

摘要

Selectivity estimation is crucial for query optimizers choosing an optimal spatial execution plan in a spatial database management system. This paper presents an Annular Bucket spatial histogram (AB histogram) that can estimate the selectivity in finer spatial selection and spatial join operations even when the spatial query has more operators or more joins. The AB histogram is represented as a set of bucket-range, bucket-count value pairs. The bucket-range often covers an annular region like a single-cell-sized photo frame. The bucket-count is the number of objects whose Minimum Bounding Rectangles (MBRs) fall between outer rectangle and inner rectangle of the bucket-range. Assuming that all MBRs in each a bucket distribute evenly, for every bucket, we can obtain serial probabilities that satisfy a certain spatial selection or join conditions from the operations’ semantics and the spatial relations between every bucket-range and query ranges. Thus, according to some probability theories, spatial selection or join selectivity can be estimated by the every bucket-count and its probabilities. This paper also shows a way to generate an updated AB histogram from an original AB histogram and those probabilities. Our tests show that the AB histogram not only supports the selectivity estimation of spatial selection or spatial join with “disjoint”, “intersect”, “within”, “contains”, and “overlap” operators but also provides an approach to generate a reliable updated histogram whose spatial distribution is close to the distribution of actual query result.
机译:选择性估计对于查询优化器在空间数据库管理系统中选择最佳空间执行计划至关重要。本文提出了环形桶空间直方图(AB直方图),即使空间查询具有更多运算符或更多联接,该桶也可以估计更精细的空间选择和空间联接操作中的选择性。 AB直方图表示为一组存储桶范围,存储桶计数值对。铲斗范围通常会覆盖环形区域,如单单元格大小的相框。桶计数是其最小边界矩形(MBR)介于桶范围的外部矩形和内部矩形之间的对象数。假设每个存储桶中的所有MBR均等分布,则对于每个存储桶,我们可以从操作的语义以及每个存储桶范围与查询范围之间的空间关系中获得满足一定空间选择或加入条件的序列概率。因此,根据一些概率理论,可以通过每个存储桶计数及其概率来估计空间选择或连接选择性。本文还展示了一种从原始AB直方图和那些概率生成更新的AB直方图的方法。我们的测试表明,AB直方图不仅支持“不相交”,“相交”,“内部”,“包含”和“重叠”算符的空间选择或空间连接的选择性估计,而且还提供了一种生成可靠的方法更新后的直方图,其空间分布接近实际查询结果的分布。

著录项

相似文献

  • 外文文献
  • 中文文献
  • 专利
获取原文

客服邮箱:kefu@zhangqiaokeyan.com

京公网安备:11010802029741号 ICP备案号:京ICP备15016152号-6 六维联合信息科技 (北京) 有限公司©版权所有
  • 客服微信

  • 服务号