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Polygon and Polyline Join Using Raster Filters

机译:使用栅格过滤器的面和折线连接

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摘要

Processing spatial joins efficiently is crucial to rendering the spatial data analysis process feasible. As pointed out in many works, the exact intersection test of two spatial objects is the most time-consuming and I/O-consuming step in processing spatial joins. The use of approximations can reduce the need for examining the exact geometry of spatial objects in order to find the intersecting ones. In previous works, approximations were proposed to perform spatial joins between similar objects: polygons x polygons or polylines x polylines. This work evaluates the benefits of using approximations in spatial joins performed on polygons and polylines sets. Also, a new algorithm is proposed to compare approximations of polygons and polylines. The experiments performed with real data sets resulted in performance gains validating approach effectiveness. The number of exact intersection tests was reduced by 59%. The overall execution time and number of disk accesses were both reduced by 48%.
机译:有效处理空间连接对于使空间数据分析过程切实可行至关重要。正如许多著作中指出的那样,在处理空间连接时,两个空间对象的精确交集测试是最耗时和I / O的步骤。使用近似值可以减少检查空间对象的精确几何形状以找到相交对象的需要。在以前的工作中,提出了近似方法来执行相似对象之间的空间连接:多边形x多边形或折线x折线。这项工作评估了在对多边形和折线集执行的空间连接中使用近似值的好处。此外,提出了一种新算法来比较多边形和折线的近似值。使用真实数据集进行的实验可提高性能,验证方法的有效性。精确相交测试的数量减少了59%。总体执行时间和磁盘访问次数均减少了48%。

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