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Comparison of robust detection techniques for local outliers in multivariate spatial data

机译:多元空间数据中局部异常值的鲁棒检测技术比较

摘要

Spatial data are characterized by statistical units, with known geographical positions, on which non spatial attributes are measured. Spatial data may contain two types of atypical observations: global and/or local outliers. The attribute values of a global outlier are outlying with respect to the values taken by the majority of the data points while the attribute values of a local outlier are extreme when compared to those of its neighbors. Usual outlier detection techniques may be used to find global outliers as the geographical positions of the data is not taken into account in this specific search. The detection of local outliers is more complex, especially when there are more than one non spatial attributes. This talk focuses on local detection with two main objectives.First, we will shortly review some of the local detection techniques that seem to perform well in practice. Among these, one can find robust ``Mahalanobis-type'' detection techniques and a wheighted PCA approach. We suggest an adaptation to one of these to further develop its local characteristic. Then, examples and simulations, based on linear model of co-regionalisation with Matern models, are reported and discussed in order to compare in an objective way the different detection techniques.
机译:空间数据的特征在于具有已知地理位置的统计单位,在这些统计单位上测量了非空间属性。空间数据可能包含两种非典型观察值:全局和/或局部离群值。全局离群值的属性值相对于大多数数据点所取的值而言是偏外的,而局部离群值的属性值与其邻居相比则是极端的。由于在此特定搜索中未考虑数据的地理位置,因此可以使用常规的异常值检测技术来查找全局异常值。局部离群值的检测更加复杂,尤其是当存在多个以上非空间属性时。本讲座重点讨论具有两个主要目标的本地检测。首先,我们将简要回顾一些在实践中表现良好的本地检测技术。其中,可以找到可靠的``马哈拉诺比斯型''检测技术和加权PCA方法。我们建议对其中之一进行改编,以进一步发展其本地特色。然后,报告和讨论了基于共区域化的线性模型和Matern模型的示例和仿真,以便客观地比较不同的检测技术。

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