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Milan Stehlík and Martin Schlather’s contribution to the Discussion of ‘Statistical exploration of the manifold hypothesis’ by Whiteley et al.

Stehlík 与 Schlather 对《流形假设的统计探索》的评论

We congratulate the authors of Whiteley et al. (2025) for opening up a challenging world of exploration of the manifold hypothesis. We fully agree that principal component analysis (PCA) is one the most important tool data analysis that the underlying spectral representation needs generalization. An alternative to a purely statistical modelling is to try to include as much knowledge as possible into the generalization. Schlather and Reinbott (2021) suggest an algebraic…

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Estimation of Hüsler–Reiss Distributions and Brown–Resnick Processes

Hüsler–Reiss分布与Brown–Resnick过程的估计

Summary Estimation of extreme value parameters from observations in the max-domain of attraction of a multivariate max-stable distribution commonly uses aggregated data such as block maxima. Multivariate peaks-over-threshold methods, in contrast, exploit additional information from the non-aggregated ‘large’ observations. We introduce an approach based on peaks over thresholds that provides several new estimators for processes η in the max-domain of attraction of the…

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Matérn Cross-Covariance Functions for Multivariate Random Fields

多元随机场的 Matérn 交叉协方差函数

We introduce a flexible parametric family of matrix-valued covariance functions for multivariate spatial random fields, where each constituent component is a Matérn process. The model parameters are interpretable in terms of process variance, smoothness, correlation length, and colocated correlation coefficients, which can be positive or negative. Both the marginal and the cross-covariance functions are of the Matérn type. In a data example on error fields for numerical…

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Detecting Dependence Between Marks and Locations of Marked Point Processes

检测标记点过程中的标记与位置依赖

Summary We introduce two characteristics for stationary and isotropic marked point proces- ses, E(h) and V(h), and describe their use in investigating mark–point interactions. These quantities are functions of the interpoint distance h and denote the conditional expectation and the conditional variance of a mark respectively, given that there is a further point of the process a distance h away. We present tests based on E and V for the hypothesis that the values of the marks…

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