most citedA genuine test for hyperuniformity

1 citations · 1 across the 5 of their papers we have counts for

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5 papers

math.PR2026

The limit law of the largest interpoint distance in a -dimensional ellipsoid

Norbert Henze, Sreenivasa Rao Jammalamadaka

We consider the largest interpoint distance among independent random points , uniformly distributed on a -dimensional ellip…

math.PR2026

The location of the largest exponential spacing and Euler's generalized pentagonal numbers

Norbert Henze

We study the location of the largest spacing generated by the order statistics of a sample from the standard exponential distribution. Although the asymptotic behaviour of the larg…

stat.ME2026

Logarithmic energy distances and Gini covariance for Hilbert-valued random elements

Norbert Henze, M. Dolores Jiménez-Gamero

For , the generalized energy distance and the Gini covariance statistic are based on kernels of the form , where denotes the norm i…

math.PR2026

A 4/7-limit law for the largest interpoint distance in a rotational ellipsoid

Norbert Henze

Let denote the largest interpoint distance among independent random points uniformly distributed in a compact set in . Weak limit laws for

math.ST20261 cited

A genuine test for hyperuniformity

Michael A. Klatt, Günter Last, Norbert Henze

We introduce a rigorous and sensitive significance test for hyperuniformity that yields reliable results even from a single sample. Our approach is based on a detailed analysis of…