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    朱 夏 罗军舟 宋爱波 东 方. 云计算环境下支持复杂查询的多维数据索引机制[J]. 计算机研究与发展, 2013, 50(8): 1592-1603.
    引用本文: 朱 夏 罗军舟 宋爱波 东 方. 云计算环境下支持复杂查询的多维数据索引机制[J]. 计算机研究与发展, 2013, 50(8): 1592-1603.
    Zhu Xia, Luo Junzhou, Song Aibo, and Dong Fang. A Multi-Dimensional Indexing for Complex Query in Cloud Computing[J]. Journal of Computer Research and Development, 2013, 50(8): 1592-1603.
    Citation: Zhu Xia, Luo Junzhou, Song Aibo, and Dong Fang. A Multi-Dimensional Indexing for Complex Query in Cloud Computing[J]. Journal of Computer Research and Development, 2013, 50(8): 1592-1603.

    云计算环境下支持复杂查询的多维数据索引机制

    A Multi-Dimensional Indexing for Complex Query in Cloud Computing

    • 摘要: 针对云计算环境下分布式存储系统的数据索引不支持复杂查询的问题,提出了一种多维数据索引机制M-Index,采用金字塔技术(pyramid-technique)将数据的多维元数据描述成一维索引,在此基础上首次提出前缀二叉树(prefix binary tree, PBT)的概念,通过提取一维索引和PBT有效节点的前缀作为数据在存储系统中的主键.数据根据主键和一致性Hash机制发布到存储节点组成的覆盖网络.设计了基于M-Index的数据查询算法,将复杂查询请求转换成一维查询键值,有效支持多维查询和区间查询等复杂查询模式.理论分析和实验表明,M-Index在复杂查询模式下具有良好的查询效率和负载均衡.

       

      Abstract: Data indexing is one of the most important techniques for distributed storage systems in cloud computing environments since the application data has been partitioned among different storage nodes of the data center. With the rapid development of Web applications, most query requests about metadata information are more complicated. However, the state-of-the-art indexing mechanisms for distributed storage system cannot support complex query, such as multi-dimensional query and range query. To address this issue, we firstly construct the definition of prefix binary tree (PBT) in this paper to support range query process. We then investigate a multi-dimensional indexing for complex query in cloud computing (M-Index) by the combination of pyramid-technique and PBT to transform the multi-dimensional metadata into a single-dimensional key. Data are distributed to overlay networks based on the key and consistent hashing to implement the efficient acquisition and distribution of data. On this basis, we propose a query algorithm based on M-Index which will support multi-dimensional query and range query. Last but not the least, theoretic analysis proves that M-Index possesses fine complex query efficiency as well as completeness of query results. And furthermore, the experiment results demonstrate that our indexing mechanism can outperform the existing relevant mechanisms in query efficiency and load balancing.

       

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