| Titolo |
Pubblicato in |
Anno |
| A quantitative functional central limit theorem for shallow neural networks |
MODERN STOCHASTICS: THEORY AND APPLICATIONS |
2024 |
| Lipschitz-Killing Curvatures for Arithmetic Random Waves. |
ANNALI DELLA SCUOLA NORMALE SUPERIORE DI PISA. CLASSE DI SCIENZE |
2022 |
| ON THE CORRELATION BETWEEN CRITICAL POINTS AND CRITICAL VALUES FOR RANDOM SPHERICAL HARMONICS |
THEORY OF PROBABILITY AND MATHEMATICAL STATISTICS |
2022 |
| On the Correlation of Critical Points and Angular Trispectrum for Random Spherical Harmonics. |
JOURNAL OF THEORETICAL PROBABILITY |
2021 |
| Nodal deficiency of random spherical harmonics in presence of boundary |
JOURNAL OF MATHEMATICAL PHYSICS |
2021 |
| A reduction principle for the critical values of random spherical harmonics |
STOCHASTIC PROCESSES AND THEIR APPLICATIONS |
2020 |
| Boundary Effect on the Nodal Length for Arithmetic Random Waves, and Spectral Semi-correlations |
COMMUNICATIONS IN MATHEMATICAL PHYSICS |
2020 |
| No repulsion between critical points for planar Gaussian random fields |
ELECTRONIC COMMUNICATIONS IN PROBABILITY |
2020 |
| Nodal area distribution for arithmetic random waves |
TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY |
2019 |
| Multiple testing of local maxima for detection of peaks on the (celestial) sphere |
BERNOULLI |
2019 |
| Two Point Function for Critical Points of a Random Plane Wave |
INTERNATIONAL MATHEMATICS RESEARCH NOTICES |
2019 |
| A numerical investigation on the high‐frequency geometry of spherical random eigenfunctions |
HIGH FREQUENCY |
2019 |
| A quantitative central limit theorem for the Euler–Poincaré characteristic of random spherical eigenfunctions. |
ANNALS OF PROBABILITY |
2018 |
| Fluctuations of the Total Number of Critical Points of Random Spherical Harmonics |
STOCHASTIC PROCESSES AND THEIR APPLICATIONS |
2017 |
| On the Distribution of the Critical Values of Random Spherical Harmonics |
THE JOURNAL OF GEOMETRIC ANALYSIS |
2016 |
| Fluctuations of the Euler-Poincare` Characteristic for Random Spherical Harmonics |
PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY |
2016 |
| On the Limiting Behaviour of Needlets Polyspectra |
ANNALES DE L'INSTITUT HENRI POINCARE-PROBABILITES ET STATISTIQUES |
2015 |
| Entrance and Sojourn Times for Markov
Chains. Application to (L;R)-random
walks. |
MARKOV PROCESSES AND RELATED FIELDS |
2015 |
| The stochastic properties of ℓ 1-regularized spherical Gaussian fields |
APPLIED AND COMPUTATIONAL HARMONIC ANALYSIS |
2015 |
