Detection of outliers in spatial data by using local difference

Zhang Shuyu, Zhu Zhongying
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引用次数: 7

Abstract

Detection of outliers in spatial data is different from h e a r model of ordinary and independent sample data because there is strong correlation among the data. Most of spatial outliers detection method are based on standardized residuals of Kriging prediction and are easy affected by masking and swamping affection when multiple outliers are present. Mean while due to the limitation of Kriging linear model, the method usually can't correctly estimate the difference between outliers and their neighboring data. In this paper, we suggested a new criterion using local difference to estimate the difference. Because of using .positional relation to replace correlation of spatial data, the method can avoid masking and swamping problems, and can correctly estimate the difference of spatial data. The validity of the method is shown in example based on several simulated spatial dataset. Index termlrpatial data, Kriging prediction model, Outliers detection, Local difference
基于局部差分的空间数据异常点检测
空间数据中异常点的检测不同于普通样本数据和独立样本数据的r模型,因为数据之间存在很强的相关性。大多数空间异常点检测方法都是基于克里格预测的标准化残差,当存在多个异常点时,容易受到掩蔽和淹没效应的影响。同时,由于Kriging线性模型的局限性,该方法通常不能正确估计离群值与其相邻数据之间的差值。本文提出了一种利用局部差分来估计差分的新准则。该方法利用位置关系代替空间数据的相关性,避免了掩蔽和淹没问题,能够正确估计空间数据的差异。基于多个空间模拟数据集的算例验证了该方法的有效性。指数项空间数据,Kriging预测模型,异常值检测,局部差分
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