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math.PR2026

Branch-stationary max-stable fields on rooted trees

Enkelejd Hashorva, Svyatoslav Novikov

In this contribution we study max-stable random fields on the rooted tree under shifts to descendant subtrees. Branch-Brown--Resnick stationarity is characterised through homogeneo…

math.PR2026

High Minima of Gaussian Processes: Overshoots and Minimizer Locations

Enkelejd Hashorva, Svyatoslav Novikov

Let , , be a centred Gaussian process with continuous sample paths on a compact metric space , and let . Let denote the minimum covar…

math.PR2026

Shift-generated classes of jointly measurable random fields

Enkelejd Hashorva

We study shift-generated classes of jointly measurable and separable \(\mathbb R^d\)-valued random fields (RFs) indexed by \(\mathbb R^l\), defined through identities for \(α\)-ho…

math.PR2026

Visibility in the Boolean Model on Harmonic Manifolds

Enkelejd Hashorva, Christoph Thäle

In Poisson Boolean models with deterministic ball grains, the directional visible range from an uncovered point is known to be exponentially distributed in Euclidean and real hyper…

math.PR2026

Distributional and Extremal Behaviour of Brownian Motion with Exponential Resetting

Krzysztof Dębicki, Enkelejd Hashorva, Zbigniew Michna

We study the distributional and asymptotic properties of the supremum of Brownian motion with drift and exponential resetting. We obtain an explicit renewal-type formula for the di…

math.PR2025

Kolmogorov and Wasserstein Distances between Max-Stable Distributions

Enkelejd Hashorva

We derive explicit comparison bounds for multivariate max-stable distributions with unit--Fréchet margins. For the Kolmogorov distance, the bounds are expressed through Wasser…