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Efficient variography with partition variograms

机译:带分区变异函数的有效变异函数

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Directional variograms were introduced in geostatistics as a tool for revealing major directions of correlation in spatial data. However, their estimation presents some practical challenges, particularly in the case of large irregularly-sampled data sets where efficient spectral-based estimation methods are not applicable. In this work, we propose a generalization of directional variograms to general partitions of spatial data, and introduce a parallel estimation algorithm that can efficiently handle large data sets with more than 10(5) points. This partition variogram generalization is motivated by a five-spot point pattern in the petroleum industry, which we named more generally as the isolated-lines arrangement. In such an arrangement, traditional estimators of directional variograms such as r-tube estimators very often fail to incorporate measurements from adjacent lines (e.g. vertical wells) without also incorporating measurements from other planes (e.g. horizontal layers). We provide illustrations of this new concept, and assess the approximation error of the proposed estimators with bootstrap methods and synthetic Gaussian process data.
机译:方向变异函数被引入到地统计学中,作为揭示空间数据相关性主要方向的工具。但是,它们的估计提出了一些实际的挑战,特别是在大型不规则采样数据集的情况下,其中基于频谱的有效估计方法不适用。在这项工作中,我们提出了将方向变异图推广到空间数据的一般分区的方法,并介绍了一种并行估计算法,该算法可以有效处理具有10(5)个以上点的大型数据集。这种分区变异函数的一般化归因于石油行业中的五点模式,我们将其更广泛地称为隔离线排列。在这样的布置中,方向变异图的传统估计器(例如,r-管估计器)经常不能合并来自相邻线(例如,垂直井)的测量,而没有合并来自其他平面(例如,水平层)的测量。我们提供了这一新概念的说明,并使用自举方法和合成高斯过程数据评估了所提出估计量的近似误差。

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