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Computing High Dimensional MOLAP with Parallel Shell Mini-cubes

机译:用平行壳迷你立方体计算高维MOLAP

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MOLAP is a important application on multidimensional data warehouse. We often execute range queries on aggregate cube computed by pre-aggregate technique in MOLAP. For the cube with d dimensions, it can generate 2{sup}d cuboids. But in a high-dimensional cube, it might not be practical to build all these cuboids. In this paper, we propose a multi-dimensional hierarchical fragmentation of the fact table based on multiple dimension attributes and their dimension hierarchical encoding. This method partition the high dimensional data cube into shell mini-cubes. The proposed data allocation and processing model also supports parallel I/O and parallel processing as well as load balancing for disks and processors. We have compared the methods of shell mini-cubes with the other existed ones such as partial cube and full cube by experiment. The results show that the algorithms of mini-cubes proposed in this paper are more efficient than the other existed ones.
机译:MOLAP是多维数据仓库的一个重要应用。我们经常在MOLAP中通过预聚合技术计算的聚合立方体进行范围查询。对于具有D尺寸的多维数据集,它可以生成2 {sup} d长立方体。但在高维立方体中,构建所有这些长方体可能并不实际。在本文中,我们提出了基于多维属性及其维度分层编码的事实表的多维分级分段。此方法将高维数据多维数据集分区为shell迷你立方体。所提出的数据分配和处理模型还支持并行I / O和并行处理以及磁盘和处理器的负载平衡。我们已经将壳体迷你立方体与其他存在的方法进行了比较了诸如部分立方体和全立方体的其他存在的方法。结果表明,本文提出的迷你立方体的算法比其他存在的算法更有效。

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