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17039 Gernot Akemann, Milan Cikovic PDF

Products of random matrices from fixed trace and induced Ginibre ensembles

Project: B5

Published: Journal of Physics A: Mathematical and Theoretical 51 (2018), 184002: 1–34

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Products of random matrices from fixed trace and induced Ginibre ensembles


Authors: Gernot Akemann, Milan Cikovic Projects: B5
Submission Date: 14.12.2017 Submitter: Friedrich Götze
Download: PDF Link: 17039
Published: Journal of Physics A: Mathematical and Theoretical 51 (2018), 184002: 1–34

17046 Friedrich Götze, Alexey Naumov, Alexander Tikhomirov PDF

On local laws for non-hermitian random matrices and their products

Project: B5

Published: Random Matrices Theory Appl. 9, no. 4 (2020), 2150004, 53

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On local laws for non-hermitian random matrices and their products


Authors: Friedrich Götze, Alexey Naumov, Alexander Tikhomirov Projects: B5
Submission Date: 22.12.2017 Submitter: Gernot Akemann
Download: PDF Link: 17046
Published: Random Matrices Theory Appl. 9, no. 4 (2020), 2150004, 53

17047 Friedrich Götze, Anna Gusakova, Dmitry Zaporozhets PDF

Random affine simplexes

Project: B5

Published: Journal of Applied Probability 56, no. 1 (2019), 39--51

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Random affine simplexes


Authors: Friedrich Götze, Anna Gusakova, Dmitry Zaporozhets Projects: B5
Submission Date: 22.12.2017 Submitter: Gernot Akemann
Download: PDF Link: 17047
Published: Journal of Applied Probability 56, no. 1 (2019), 39--51

17051 Friedrich Götze, Denis Koleda, Dmitry Zaporozhets PDF

Joint distribution of conjugate algebraic numbers: a random polynomial approach

Project: B5

Published: Advances in Mathematics 359, no. 106849 (2020), 33 pp.

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Joint distribution of conjugate algebraic numbers: a random polynomial approach


Authors: Friedrich Götze, Denis Koleda, Dmitry Zaporozhets Projects: B5
Submission Date: 22.01.2021 Submitter: Sebastian Herr
Download: PDF Link: 17051
Published: Advances in Mathematics 359, no. 106849 (2020), 33 pp.

18042 Gernot Akemann, Sungsoo Byun PDF

The high temperature crossover for general 2D Coulomb gases

Project: B5

Published: Journal of Statistical Physics 175 (2019), 1043–1065

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The high temperature crossover for general 2D Coulomb gases


Authors: Gernot Akemann, Sungsoo Byun Projects: B5
Submission Date: 04.09.2018 Submitter: Friedrich Götze
Download: PDF Link: 18042
Published: Journal of Statistical Physics 175 (2019), 1043–1065

18080 Friedrich Götze, Andrei Zaitsev PDF

Rare events and poisson point processes

Project: A4, B5

Published: Journal of Mathematical Sciences (New York) 244 (2020), 771–778

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Rare events and poisson point processes


Authors: Friedrich Götze, Andrei Zaitsev Projects: A4, B5
Submission Date: 31.12.2019 Submitter: Gernot Akemann
Download: PDF Link: 18080
Published: Journal of Mathematical Sciences (New York) 244 (2020), 771–778

19009 Gernot Akemann, Roger Tribe, Athanasios Tsareas, Oleg Zaboronski PDF

On the determinantal structure of conditional overlaps for the complex Ginibre ensemble

Project: B5, C6

Published: Random Matrices: Theory and Applications 9, no. 4 (2019), 2050015: 1–42

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On the determinantal structure of conditional overlaps for the complex Ginibre ensemble


Authors: Gernot Akemann, Roger Tribe, Athanasios Tsareas, Oleg Zaboronski Projects: B5, C6
Submission Date: 29.03.2019 Submitter: Friedrich Götze
Download: PDF Link: 19009
Published: Random Matrices: Theory and Applications 9, no. 4 (2019), 2050015: 1–42

19025 Gernot Akemann, Taro Nagao, Iván Parra, Graziano Vernizzi PDF

Gegenbauer and other planar orthogonal polynomials on an ellipse in the complex plane

Project: B5

To appear: Constructive Approximation (2020)

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Gegenbauer and other planar orthogonal polynomials on an ellipse in the complex plane


Authors: Gernot Akemann, Taro Nagao, Iván Parra, Graziano Vernizzi Projects: B5
Submission Date: 27.05.2019 Submitter: Friedrich Götze
Download: PDF Link: 19025
To appear: Constructive Approximation (2020)

19026 Taro Nagao, Gernot Akemann, Mario Kieburg, Iván Parra PDF

Families of two-dimensional Coulomb gases on anellipse: correlation functions and universality

Project: B5

Published: Journal of Physics A: Mathematical and Theoretical 53 (2020), 075201: 1–36

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Families of two-dimensional Coulomb gases on anellipse: correlation functions and universality


Authors: Taro Nagao, Gernot Akemann, Mario Kieburg, Iván Parra Projects: B5
Submission Date: 27.05.2019 Submitter: Friedrich Götze
Download: PDF Link: 19026
Published: Journal of Physics A: Mathematical and Theoretical 53 (2020), 075201: 1–36

19104 Tom Claeys, Thorsten Neuschel, Martin Venker PDF

Critical behavior of non-intersecting Brownian motions

Project: B5, C6

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Critical behavior of non-intersecting Brownian motions


Authors: Tom Claeys, Thorsten Neuschel, Martin Venker Projects: B5, C6
Submission Date: 05.12.2019 Submitter: Gernot Akemann
Download: PDF Link: 19104

19105 Gernot Akemann, Yanik-Pascal Förster, Mario Kieburg PDF

Universal eigenvector correlations in quaternionic Ginibre ensembles

Project: B5, C6

Published: Journal of Physics A: Mathematical and Theoretical 53 (2020), 145201: 1–26

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Universal eigenvector correlations in quaternionic Ginibre ensembles


Authors: Gernot Akemann, Yanik-Pascal Förster, Mario Kieburg Projects: B5, C6
Submission Date: 06.12.2019 Submitter: Friedrich Götze
Download: PDF Link: 19105
Published: Journal of Physics A: Mathematical and Theoretical 53 (2020), 145201: 1–26

19113 Gernot Akemann, Roger Tribe, Athanasios Tsareas, Oleg Zaboronski PDF

Determinantal structure and bulk universality of conditional overlaps in the complex Ginibre ensemble

Project: B5, C6

Published: Acta Physica Polonica 51 (2020), 1611–1626

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Determinantal structure and bulk universality of conditional overlaps in the complex Ginibre ensemble


Authors: Gernot Akemann, Roger Tribe, Athanasios Tsareas, Oleg Zaboronski Projects: B5, C6
Submission Date: 30.12.2019 Submitter: Friedrich Götze
Download: PDF Link: 19113
Published: Acta Physica Polonica 51 (2020), 1611–1626

20008 Friedrich Götze, Andrei Zaitsev PDF

Estimates for the closeness of convolutions of probability distributions on convex polyhedra

Project: A4, B5

Published: Journal of Mathematical Sciences 251 (2020), 67–73

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Estimates for the closeness of convolutions of probability distributions on convex polyhedra


Authors: Friedrich Götze, Andrei Zaitsev Projects: A4, B5
Submission Date: 31.12.2019 Submitter: Gernot Akemann
Download: PDF Link: 20008
Published: Journal of Mathematical Sciences 251 (2020), 67–73

20009 Gennadiy P. Chistyakov, Friedrich Götze PDF

Edgeworth-type expansion in the entropic free CLT

Project: B5

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Edgeworth-type expansion in the entropic free CLT


Authors: Gennadiy P. Chistyakov, Friedrich Götze Projects: B5
Submission Date: 31.12.2019 Submitter: Gernot Akemann
Download: PDF Link: 20009

20047 Gernot Akemann, Sungsoo Byun, Nam-Gyu Kang PDF

A non-hermitian generalisation of themarchenko-pastur distribution: from the circular law to multi-criticality

Project: B5

Published: Annales Henri Poincaré, Integrable Probability and Random Matrices (2020), 34 pages

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A non-hermitian generalisation of themarchenko-pastur distribution: from the circular law to multi-criticality


Authors: Gernot Akemann, Sungsoo Byun, Nam-Gyu Kang Projects: B5
Submission Date: 05.05.2020 Submitter: Michael Baake
Download: PDF Link: 20047
Published: Annales Henri Poincaré, Integrable Probability and Random Matrices (2020), 34 pages

20067 Gernot Akemann, Friedrich Götze, Thorsten Neuschel PDF

Characteristic polynomials of products of Wigner matrices: finite-N results and Lyapunov universality

Project: B5

Published: Electronic Communications in Probability 26 (2021), 1–13

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Characteristic polynomials of products of Wigner matrices: finite-N results and Lyapunov universality


Authors: Gernot Akemann, Friedrich Götze, Thorsten Neuschel Projects: B5
Submission Date: 30.06.2020 Submitter: Michael Baake
Download: PDF Link: 20067
Published: Electronic Communications in Probability 26 (2021), 1–13

20116 Gennadiy P. Chistyakov, Friedrich Götze PDF

Approximation of free convolutions by free infinitely divisible laws

Project: B5

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Approximation of free convolutions by free infinitely divisible laws


Authors: Gennadiy P. Chistyakov, Friedrich Götze Projects: B5
Submission Date: 30.12.2020 Submitter: Gernot Akemann
Download: PDF Link: 20116

20117 Friedrich Götze, Andrei Zaitsev PDF

On alternative approximating distributions in the multivariate version of Kolmogorov's second uniform limit theorem

Project: B5

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On alternative approximating distributions in the multivariate version of Kolmogorov's second uniform limit theorem


Authors: Friedrich Götze, Andrei Zaitsev Projects: B5
Submission Date: 30.12.2020 Submitter: Gernot Akemann
Download: PDF Link: 20117

20118 Friedrich Götze, Zakhar Kabluchko, Dmitry Zaporozhets PDF

Grassmann angles and absorption probabilities of Gaussian convex hulls

Project: B5

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Grassmann angles and absorption probabilities of Gaussian convex hulls


Authors: Friedrich Götze, Zakhar Kabluchko, Dmitry Zaporozhets Projects: B5
Submission Date: 30.12.2020 Submitter: Gernot Akemann
Download: PDF Link: 20118

20122 Friedrich Götze, Alexey Naumov, Alexander Tikhomirov PDF

Local semicircle law under fourth moment condition

Project: B5

Published: Journal of Theoretical Probability 33 (2020), 1327–1362

Notes: DOI: 10.1007/s10959-019-00907-y

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Local semicircle law under fourth moment condition


Authors: Friedrich Götze, Alexey Naumov, Alexander Tikhomirov Projects: B5
Submission Date: 30.12.2020 Submitter: Gernot Akemann
Download: PDF Link: 20122
Published: Journal of Theoretical Probability 33 (2020), 1327–1362
Notes: DOI: 10.1007/s10959-019-00907-y

21027 Sergey Bobkov, Maria Danshina, Vladimir Ulyanov PDF

On rate of convergence to the Poisson law of the number of cycles in the generalized random graphs

Project: B5

Published: Operator Theory and Harmonic Analysis 358 (2021), 109–133

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On rate of convergence to the Poisson law of the number of cycles in the generalized random graphs


Authors: Sergey Bobkov, Maria Danshina, Vladimir Ulyanov Projects: B5
Submission Date: 09.03.2021 Submitter: Friedrich Götze
Download: PDF Link: 21027
Published: Operator Theory and Harmonic Analysis 358 (2021), 109–133

21062 Friedrich Götze, Andrei Zaitsev PDF

Convergence to infinite-dimensional compound Poisson distributions on convex polyhedra

Project: B5

Published: Journal of Mathematical Sciences (New York) 273 (2023), 732–737

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Convergence to infinite-dimensional compound Poisson distributions on convex polyhedra


Authors: Friedrich Götze, Andrei Zaitsev Projects: B5
Submission Date: 06.12.2021 Submitter: Gernot Akemann
Download: PDF Link: 21062
Published: Journal of Mathematical Sciences (New York) 273 (2023), 732–737

21064 Peter J. Bickel, Marta Fiocco, Mathisca de Gunst, Friedrich Götze PDF

Willem van Zwet's Research

Project: B5

Published: Annals of Statistics 49, no. 5 (2021), 2439–2447

Notes: DOI:10.1214/21-AOS2060

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Willem van Zwet's Research


Authors: Peter J. Bickel, Marta Fiocco, Mathisca de Gunst, Friedrich Götze Projects: B5
Submission Date: 06.12.2021 Submitter: Gernot Akemann
Download: PDF Link: 21064
Published: Annals of Statistics 49, no. 5 (2021), 2439–2447
Notes: DOI:10.1214/21-AOS2060

21065 Friedrich Götze, Mindaugas Bloznelis PDF

Edgeworth approximations for distributions of symmetric statistics

Project: B5

Published: Probab. Theory Relat. Fields 183 (2022), 1153–1235

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Edgeworth approximations for distributions of symmetric statistics


Authors: Friedrich Götze, Mindaugas Bloznelis Projects: B5
Submission Date: 06.12.2021 Submitter: Gernot Akemann
Download: PDF Link: 21065
Published: Probab. Theory Relat. Fields 183 (2022), 1153–1235

21066 Paul Buterus, Friedrich Götze, Gregory Margulis, Thomas Hille PDF

Distribution of Values of Quadratic Forms at Integral Points

Project: B5

Published: Inventiones Mathematicae 227 (2022), 857–961

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Distribution of Values of Quadratic Forms at Integral Points


Authors: Paul Buterus, Friedrich Götze, Gregory Margulis, Thomas Hille Projects: B5
Submission Date: 06.12.2021 Submitter: Gernot Akemann
Download: PDF Link: 21066
Published: Inventiones Mathematicae 227 (2022), 857–961

21067 Paul Buterus, Thomas Hille, Friedrich Götze PDF

On small values of indefinite diagonal quadratic forms at integer points in at least five variables

Project: B5

Published: Trans. Amer. Math. Soc. Ser. B 9 (2022), 1–34

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On small values of indefinite diagonal quadratic forms at integer points in at least five variables


Authors: Paul Buterus, Thomas Hille, Friedrich Götze Projects: B5
Submission Date: 06.12.2021 Submitter: Gernot Akemann
Download: PDF Link: 21067
Published: Trans. Amer. Math. Soc. Ser. B 9 (2022), 1–34

21094 Friedrich Götze, Andrei Zaitsev PDF

A new bound in the Littlewood–Offord problem

Project: B5

Published: Mathematics 10 (2022), Article number 1740

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A new bound in the Littlewood–Offord problem


Authors: Friedrich Götze, Andrei Zaitsev Projects: B5
Submission Date: 12.04.2022 Submitter: Gernot Akemann
Download: PDF Link: 21094
Published: Mathematics 10 (2022), Article number 1740

22077 Thorsten Neuschel, Martin Venker PDF

Boundary asymptotics of non-intersecting Brownian motions: Pearcey, Airy and a transition

Project: B5, C6

Published: Nonlinearity 37 (2024), Article number 035008

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Boundary asymptotics of non-intersecting Brownian motions: Pearcey, Airy and a transition


Authors: Thorsten Neuschel, Martin Venker Projects: B5, C6
Submission Date: 23.12.2022 Submitter: Gernot Akemann
Download: PDF Link: 22077
Published: Nonlinearity 37 (2024), Article number 035008

22078 Friedrich Götze, Holger Sambale PDF

Higher order concentration on Stiefel and Grassmann manifolds

Project: B5

Published: Electronic Journal of Probability 28 (2023), Article number 79

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Higher order concentration on Stiefel and Grassmann manifolds


Authors: Friedrich Götze, Holger Sambale Projects: B5
Submission Date: 30.12.2022 Submitter: Gernot Akemann
Download: PDF Link: 22078
Published: Electronic Journal of Probability 28 (2023), Article number 79

22079 Sergey Bobkov, Gennadiy P. Chistyakov, Friedrich Götze PDF

Richter's local limit theorem, its refinement, and related results

Project: B5

Published: Lithuanian Mathematical Journal 63 (2023), 138–160

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Richter's local limit theorem, its refinement, and related results


Authors: Sergey Bobkov, Gennadiy P. Chistyakov, Friedrich Götze Projects: B5
Submission Date: 30.12.2022 Submitter: Gernot Akemann
Download: PDF Link: 22079
Published: Lithuanian Mathematical Journal 63 (2023), 138–160

22080 Sergey Bobkov, Gennadiy P. Chistyakov, Friedrich Götze PDF

Strongly subgaussian probability distributions

Project: B5

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Strongly subgaussian probability distributions


Authors: Sergey Bobkov, Gennadiy P. Chistyakov, Friedrich Götze Projects: B5
Submission Date: 30.12.2022 Submitter: Gernot Akemann
Download: PDF Link: 22080

22081 Nikita Puchkin, Vladimir Ulyanov PDF

Inference via randomized test statistics

Project: B5

Published: Annales de l'Institut Henri Poincaré Probabilités et Statistiques 59 (2023), 1508–1529

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Inference via randomized test statistics


Authors: Nikita Puchkin, Vladimir Ulyanov Projects: B5
Submission Date: 29.12.2022 Submitter: Friedrich Götze
Download: PDF Link: 22081
Published: Annales de l'Institut Henri Poincaré Probabilités et Statistiques 59 (2023), 1508–1529

22082 Sergey Bobkov, Gennadiy P. Chistyakov, Friedrich Götze PDF

Asymptotic expansions and two-sided bounds in randomized central limit theorem

Project: B5

Published: Geometric Aspects of Functional Analysis (2023), 67–128

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Asymptotic expansions and two-sided bounds in randomized central limit theorem


Authors: Sergey Bobkov, Gennadiy P. Chistyakov, Friedrich Götze Projects: B5
Submission Date: 30.12.2022 Submitter: Gernot Akemann
Download: PDF Link: 22082
Published: Geometric Aspects of Functional Analysis (2023), 67–128

22083 Friedrich Götze, Alexander Tikhomirov, Dimitry Timushev PDF

Local laws for sparse sample covariance matrices without the truncation condition

Project: B5

Published: Journal of Mathematical Sciences 286 (2024), 668–683

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Local laws for sparse sample covariance matrices without the truncation condition


Authors: Friedrich Götze, Alexander Tikhomirov, Dimitry Timushev Projects: B5
Submission Date: 30.12.2022 Submitter: Gernot Akemann
Download: PDF Link: 22083
Published: Journal of Mathematical Sciences 286 (2024), 668–683

22084 Friedrich Götze, Alexander Tikhomirov PDF

On the largest and the smallest singular value of sparse rectangular random matrices

Project: B5

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On the largest and the smallest singular value of sparse rectangular random matrices


Authors: Friedrich Götze, Alexander Tikhomirov Projects: B5
Submission Date: 30.12.2022 Submitter: Gernot Akemann
Download: PDF Link: 22084

23084 Friedrich Götze, Andrei Zaitsev PDF

Improved applications of Arak's inequalities to the Littlewood-Offord problem

Project: B5

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Improved applications of Arak's inequalities to the Littlewood-Offord problem


Authors: Friedrich Götze, Andrei Zaitsev Projects: B5
Submission Date: 13.12.2023 Submitter: Gernot Akemann
Download: PDF Link: 23084

23085 Sergey Bobkov, Gennadiy P. Chistyakov, Friedrich Götze PDF

Strictly subgaussian probability distributions

Project: B5

Published: Electronic Journal of Probability 29 (2024), 1–28

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Strictly subgaussian probability distributions


Authors: Sergey Bobkov, Gennadiy P. Chistyakov, Friedrich Götze Projects: B5
Submission Date: 13.12.2023 Submitter: Gernot Akemann
Download: PDF Link: 23085
Published: Electronic Journal of Probability 29 (2024), 1–28

23086 Sergey Bobkov, Friedrich Götze PDF

Central limit theorem for Rényi divergence of infinite order

Project: B5

Published: Ann. Probab. 53 (2025), 453–477

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Central limit theorem for Rényi divergence of infinite order


Authors: Sergey Bobkov, Friedrich Götze Projects: B5
Submission Date: 13.12.2023 Submitter: Gernot Akemann
Download: PDF Link: 23086
Published: Ann. Probab. 53 (2025), 453–477

23088 Renjie Feng, Friedrich Götze, Dong Yao PDF

Determinantal point processes on spheres: multivariate linear statistics

Project: B5

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Determinantal point processes on spheres: multivariate linear statistics


Authors: Renjie Feng, Friedrich Götze, Dong Yao Projects: B5
Submission Date: 14.12.2023 Submitter: Gernot Akemann
Download: PDF Link: 23088

23105 Paul Buterus, Holger Sambale PDF

Some notes on moment inequalities for heavy-tailed distributions

Project: B5

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Some notes on moment inequalities for heavy-tailed distributions


Authors: Paul Buterus, Holger Sambale Projects: B5
Submission Date: 19.12.2024 Submitter: Gernot Akemann
Download: PDF Link: 23105

24095 Friedrich Götze, Holger Sambale PDF

Concentration of measure on spheres and related manifolds

Project: B5

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Concentration of measure on spheres and related manifolds


Authors: Friedrich Götze, Holger Sambale Projects: B5
Submission Date: 16.12.2024 Submitter: Gernot Akemann
Download: PDF Link: 24095

24096 Sergey Bobkov, Friedrich Götze PDF

Berry-Esseen bounds in local limit theorems

Project: B5

Published: Lithuanian Mathematical Journal 65 (2025), 50-66

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Berry-Esseen bounds in local limit theorems


Authors: Sergey Bobkov, Friedrich Götze Projects: B5
Submission Date: 16.12.2024 Submitter: Gernot Akemann
Download: PDF Link: 24096
Published: Lithuanian Mathematical Journal 65 (2025), 50-66

24097 Sergey Bobkov, Friedrich Götze PDF

Esscher Transform and the Central Limit Theorem

Project: B5

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Esscher Transform and the Central Limit Theorem


Authors: Sergey Bobkov, Friedrich Götze Projects: B5
Submission Date: 16.12.2024 Submitter: Gernot Akemann
Download: PDF Link: 24097

24098 Sergey Bobkov, Friedrich Götze PDF

Quantified Cramér-Wold Continuity Theorem for the Kantorovich Transport Distance

Project: B5

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Quantified Cramér-Wold Continuity Theorem for the Kantorovich Transport Distance


Authors: Sergey Bobkov, Friedrich Götze Projects: B5
Submission Date: 16.12.2024 Submitter: Gernot Akemann
Download: PDF Link: 24098

25020 Sergey Bobkov, Gennadiy P. Chistyakov, Friedrich Götze PDF

Rényi divergences in central limit theorems: old and new

Project: B5

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Rényi divergences in central limit theorems: old and new


Authors: Sergey Bobkov, Gennadiy P. Chistyakov, Friedrich Götze Projects: B5
Submission Date: 12.03.2025 Submitter: Gernot Akemann
Download: PDF Link: 25020

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