Utilisateur·rice
- Accueil
- Utilisateur·rice
Oleg • LEPSKI
Professeur (PR) • Affiliation : Aix-Marseille Université (AMU)
Site : Saint-Charles • Bureau : CE-07 • Etage du bureau : 1 (bât. 8) •
ALEA-STA (équipe Statistique) / Invited speaker at ICM 2022 / 2019 Award Le Cam’s Lecture
Groupe(s) scientifiques(s) de l'utilisateur :
Thématiques scientifiques :
- Probabilités
- Statistique
Publications HAL
2017/01 Bernoulli – Lower bounds in the convolution structure density model2016/01 Bernoulli – Upper functions for $\mathbb{L}_{p}$-norms of Gaussian random fields
2015/01 Annals of Statistics – ADAPTIVE ESTIMATION OVER ANISOTROPIC FUNCTIONAL CLASSES VIA ORACLE APPROACH
2014/01 Annals of Statistics – ADAPTIVE ESTIMATION UNDER SINGLE-INDEX CONSTRAINT IN A REGRESSION MODEL
2014/01 Probability Theory and Related Fields – On adaptive minimax density estimation on R^d
2013/01 Annals of Statistics – MULTIVARIATE DENSITY ESTIMATION UNDER SUP-NORM LOSS: ORACLE APPROACH, ADAPTATION AND INDEPENDENCE STRUCTURE
2013/01 Mathematical Methods of Statistics – Upper functions for positive random functionals. I. General setting and Gaussian random functions
2013/01 Mathematical Methods of Statistics – Upper functions for positive random functionals. Application to the empirical processes theory II
2013/01 Theory of Probability and Its Applications c/c of Teoriia Veroiatnostei i Ee Primenenie – GENERAL PROCEDURE FOR SELECTING LINEAR ESTIMATORS
2011/01 Annals of Statistics – BANDWIDTH SELECTION IN KERNEL DENSITY ESTIMATION: ORACLE INEQUALITIES AND ADAPTIVE MINIMAX OPTIMALITY
2011/01 Annals of Probability – UNIFORM BOUNDS FOR NORMS OF SUMS OF INDEPENDENT RANDOM FUNCTIONS
2009/06 Annals of Statistics – Nonparametric estimation of composite functions
1998/12 – Confidence Intervals for Adaptive Regression Estimation