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Functional central limit theorems for persistent Betti numbers on cylindrical networks

Scandinavian Journal of Statistics (Scand. J. Stat.), 2020

30 March 2020

Johannes T. N. Krebs

Christian Hirsch

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Papers citing "Functional central limit theorems for persistent Betti numbers on cylindrical networks"

8 / 8 papers shown

Goodness-of-fit via Count Statistics in Dense Random Simplicial ComplexesFoundations of Data Science (FDS), 2023

Tadas Temvcinas

Vidit Nanda

Gesine Reinert

154

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Vector Summaries of Persistence Diagrams for Permutation-based Hypothesis TestingFoundations of Data Science (FDS), 2023

Umar Islambekov

Hasani Pathirana

164

09 Jun 2023

Testing Homological Equivalence Using Betti Numbers

Satish Kumar

S. Dhar

196

25 Nov 2022

Topology-based goodness-of-fit tests for sliced spatial dataComputational Statistics & Data Analysis (CSDA), 2022

A. Cipriani

Christian Hirsch

Martina Vittorietti

186

11 Jan 2022

A functional central limit theorem for the empirical Ripley's K-function

C. Biscio

A. Svane

120

28 Sep 2021

On the consistency and asymptotic normality of multiparameter persistent Betti numbers

M. B. Botnan

Christian Hirsch

139

12 Sep 2021

On approximation theorems for the Euler characteristic with applications to the bootstrap

Johannes T. N. Krebs

Benjamin Roycraft

W. Polonik

325

15 May 2020

On the law of the iterated logarithm and strong invariance principles in stochastic geometry

Johannes T. N. Krebs

161

22 Feb 2020