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A Novel Geo-Spatial Image Storage Method Based on Hilbert Space Filling Curves

机译:一种基于希尔伯特空间填充曲线的新型地质空间图像存储方法

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Massive Geo-Spatial image data play an increasing important role in mapping, resource and environmental research recently, usually it is stored on external storage for its massive data volume within some image files or spatial database, where image storage organization is still a major bottleneck of range query performance. In contrast to the one-dimensional data, the multi-dimensional data such as Geo-spatial image is far more complex, since there is no obvious storage method that serves all purposes. The image data blocks' are stored as separate documents on external storage. Due to the external hard disk storage facility is one-dimensional, and the spatial order of image blocks has a direct impact on the performance of range queries. Several Space Filling Curves (SFC) have been proposed, and the most prominent ones include the Z-order (also known as Morton encoding), the Gray code and Hilbert's curve. In fact the multidimensional interval in range queries can be transformed into several one-dimensional intervals. The preserving spatial proximity in SFC help the image blocks keep possible spatial proximity if it is stored according to SFC. Our previous storage experiment has shown that node sequencing distance in curve for each two spatial adjacent nodes is essential for range query performance, especially for distributed system. In the analysis of Hilbert's curve, we find that Hilbert's curve has high frequency distribution of short sequencing distance in curve for each two spatial adjacent nodes, it is very conducive to efficient regional access, while there exists some super large sequencing distance for spatial adjacent nodes, and those nodes leads to Hilbert curve's average adjacent node distance is larger than ordinary sequence and Z-line order. According to the above experiment, we present a novel geo-spatial storage method based on Hilbert SFC in this paper, and the method use the benefits of Hilbert SFC such as recursive attribute and preserving proximity, but have some adjustments to Hilbert SFC. We stored additional 2~(n-1) specific nodes in n-th curve according to our definition, and this method lead to good query performance than existing method. The merit of this method is that it can be used in massive geo-spatial image and has the balance of retrieval efficiency and storage overhead.
机译:巨大的地质空间图像数据在映射,资源和环境研究中发挥着越来越重要的作用,通常它在某些图像文件或空间数据库中存储在外部存储器上,其中图像存储组织仍是一个主要的瓶颈范围查询性能。与一维数据相比,诸如地理空间图像的多维数据更复杂,因为没有任何明显的存储方法,这些存储方法是所有目的。图像数据块'存储在外部存储器上的单独文档。由于外部硬盘存储设施是一维的,并且图像块的空间顺序对范围查询的性能直接影响。已经提出了几种空间填充曲线(SFC),最突出的填充曲线包括Z-阶(也称为Morton编码),灰色码和希尔伯特的曲线。实际上,范围查询的多维间隔可以转换为几维间隔。如果根据SFC存储,则SFC中保留的空间接近度有助于图像块保持可能的空间接近。我们以前的存储实验表明,每个两个空间相邻节点的曲线中的节点排序距离对于范围查询性能至关重要,尤其是分布式系统。在分析希尔伯特曲线中,我们发现Hilbert的曲线在每个两个空间相邻节点的曲线中具有高频率分布的曲线,这非常有利于有效的区域访问,而空间相邻节点存在一些超大序列距离,这些节点导致希尔伯特曲线的平均相邻节点距离大于普通序列和Z线顺序。根据上述实验,我们提出了一种基于Hilbert SFC的新型地理空间存储方法,该方法使用Hilbert SFC如递归属性和保留接近的益处,但对Hilbert SFC进行了一些调整。根据我们的定义,我们在第n个曲线中存储了额外的2〜(n-1)特定节点,并且该方法导致良好的查询性能而不是现有方法。该方法的优点是它可以用于大规模地地貌图像,并且具有检索效率和存储开销的平衡。

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