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A Partitioned-Based Method of Convex Skyline for Efficient Processing Top-k Queries

机译:基于分区的凸天际线有效处理前k个查询的方法

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A top-k query returns k tuples with the highest (or the lowest) scores from a relation. Layer-based methods are the representative one for processing the top-k query. They construct i-th layer with the objects which can be the top-i, and answer the top-k queries by reading at most k layers. To construct layers, the existing methods used convex skyline, convex hull or skyline. The convex skyline is computed by computing the convex hull over the skyline. Accordingly, the layer size of the convex skyline is relatively smaller than those of the convex hull or the skyline. However, for a high-dimensional databases environment, since most objects can be the skyline points, the convex skyline suffers from a long computing time and a large memory usage. In this paper, we propose a partitioned-based method of convex skyline (pCVX), which reduces the computing time and the memory usage of the convex skyline. We partition the region of the skyline into multiple sub regions and combine the convex hulls, which are computed over sub regions.
机译:前k个查询从关系中返回得分最高(或最低)的k个元组。基于层的方法是用于处理top-k查询的代表性方法。他们使用可以作为顶层i的对象构造第i层,并通过最多读取k层来回答顶层k的查询。在构造图层时,现有方法使用凸面天际线,凸面船体或天际线。通过计算天际线上的凸包来计算凸天际线。因此,凸起的天际线的层尺寸相对小于凸起的船体或天际线的层尺寸。但是,对于高维数据库环境,由于大多数对象都可以作为天际点,因此凸天际线需要较长的计算时间和大量的内存使用。在本文中,我们提出了一种基于分区的凸天际线(pCVX)方法,它减少了凸天际线的计算时间和内存使用量。我们将天际线的区域划分为多个子区域,并合并在子区域上计算的凸包。

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