activity
20122026
most citedAn exceptional max-stable process fully parameterized by its extremal coefficients

27 citations · 64 across the 13 of their papers we have counts for

collaborators

16 papers

stat.ME2026

Information-geometry-driven graph sequential growth

Harry T. Bond, Bertrand Gauthier, Kirstin Strokorb

We investigate the properties of a class of regularisation-free approaches for Gaussian graphical inference based on the information-geometry-driven sequential growth of initially…

math.ST2022★ 1 cited

Graphical models for infinite measures with applications to extremes

Sebastian Engelke, Jevgenijs Ivanovs, Kirstin Strokorb

Conditional independence and graphical models are well studied for probability distributions on product spaces. We propose a new notion of conditional independence for any measure…

math.PR2022

Stochastic ordering in multivariate extremes

Michela Corradini, Kirstin Strokorb

The article considers the multivariate stochastic orders of upper orthants, lower orthants and positive quadrant dependence (PQD) among simple max-stable distributions and their ex…

math.ST2021★ 6 cited

Comparative evaluation of point process forecasts

Jonas Brehmer, Tilmann Gneiting, Marcus Herrmann +3

Stochastic models of point patterns in space and time are widely used to issue forecasts or assess risk, and often they affect societally relevant decisions. We adapt the concept o…

math.ST2020

Extremal independence old and new

Kirstin Strokorb

On 12 February 2020 the Royal Statistical Society hosted a meeting to discuss the forthcoming paper ``Graphical models for extremes'' by Sebastian Engelke and Adrien Hitz [arXiv:18…

math.ST2019★ 23 cited

Why scoring functions cannot assess tail properties

Jonas Brehmer, Kirstin Strokorb

Motivated by the growing interest in sound forecast evaluation techniques with an emphasis on distribution tails rather than average behaviour, we investigate a fundamental questio…