Condensed cube: an effective approach to reducing data cube size

Wei Wang, Hongjun Lu, Jianlin Feng, J. Yu
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引用次数: 179

Abstract

Pre-computed data cube facilitates OLAP (on-line analytical processing). It is well-known that data cube computation is an expensive operation. While most algorithms have been devoted to optimizing memory management and reducing computation costs, less work has addressed a fundamental issue: the size of a data cube is huge when a large base relation with a large number of attributes is involved. In this paper, we propose a new concept, called a condensed data cube. The condensed cube is of much smaller size than a complete non-condensed cube. More importantly, it is a fully pre-computed cube without compression, and, hence, it requires neither decompression nor further aggregation when answering queries. Several algorithms for computing a condensed cube are proposed. Results of experiments on the effectiveness of condensed data cube are presented, using both synthetic and real-world data. The results indicate that the proposed condensed cube can reduce both the cube size and therefore its computation time.
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压缩立方体:减少数据立方体大小的有效方法
预先计算的数据立方体便于联机分析处理。众所周知,数据立方体计算是一项昂贵的操作。虽然大多数算法都致力于优化内存管理和降低计算成本,但较少的工作解决了一个基本问题:当涉及具有大量属性的大型基关系时,数据立方体的大小是巨大的。在本文中,我们提出了一个新的概念,称为压缩数据立方体。浓缩的立方体比完全的非浓缩立方体要小得多。更重要的是,它是一个没有压缩的完全预先计算的多维数据集,因此,在回答查询时既不需要解压缩,也不需要进一步聚合。提出了几种计算压缩立方体的算法。用合成数据和真实数据对压缩数据立方体的有效性进行了实验。结果表明,所提出的压缩立方体既可以减少立方体的大小,也可以减少计算时间。
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