- Preprints  S. Mentemeier and O. Wintenberger. Asymptotic Independence ex machina - Extreme Value Theory for the Diagonal BEKK-ARCH(1) Model.
- Publications  B. Basrak, O. Wintenberger and P. Zugec (2019) On total claim amount for marked Poisson cluster models, Advances in Applied Probability, Online first.
 V. Margot, J.-P. Baudry, F. Guilloux and O. Wintenberger. Consistent Regression using Data-Dependent Coverings.
 C. Dombry, C. Tillier and O. Wintenberger. Hidden regular variation for point processes and the single/multiple large point heuristic.
 N. Meyer and O. Wintenberger. Sparse regular variation.
 J. de Vilmarest and O. Wintenberger. Logarithmic Regret for parameter-free Online Logistic Regression.
 T. Mikosch, M. Rezapour and O. Wintenberger (2019) Heavy tails for an alternative stochastic perpetuity model, SPA, online first.
 O. Wintenberger (2018) Editorial: special issue on the extreme value analysis conference challenge “prediction of extremal precipitation”, Extremes, 21:425–429.
The data and codes of the challenge are available here.
 P. Gaillard and O. Wintenberger (2018) Efficient online algorithms for fast-rate regret bounds under sparsity, Accepted for the poster session of NIPS.
 Margot, V., Baudry, J. P., Guilloux, F., & Wintenberger, O. (2018). Rule Induction Partitioning Estimator. In International Conference on Machine Learning and Data Mining in Pattern Recognition (288-301). Springer, Cham.
 R. Kulik, P. Soulier and O. Wintenberger (2018) The tail empirical process of regularly varying functions of geometrically ergodic Markov chains, Accepted for publication SPA.
 R. S. Pedersen and O. Wintenberger (2018) On the tail behavior of a class of multivariate conditionally heteroskedastic processes, Extremes, 21:261–284.
 F. Blasques, P. Gorgi, S. J. Koopman and O. Wintenberger (2018) Feasible Invertibility Conditions for Maximum Likelihood Estimation for Observation-Driven Models EJS, 12, 1019-1052..
 N. Thiemann, C. Igel, O. Wintenberger, and Y. Seldin (2017) A strongly quasiconvex PAC-Bayesian bound. In Proceedings of Machine Learning Research, 76 (ALT).
 C. Tillier and O. Wintenberger (2017) Regular variation of a random length sequence of random variables and application to risk assessment, Extremes, 21, 27–56.
 P. Gaillard and O. Wintenberger (2017) Sparse Accelerated Exponential Weights, AISTAT, JMLR.
 O. Wintenberger (2017) Exponential inequalities for unbounded functions of geometrically ergodic Markov chains. Applications to quantitative error bounds for regenerative Metropolis algorithms, Statistics, 51.
 O. Wintenberger (2017) Optimal learning with Bernstein Online Aggregation, Machine Learning, 106. Erratum: The inequality (1) is incorrect in the unbounded case and the doubling trick should be uniform in j as in [CBMS07].
 C. Francq, O. Wintenberger and J.-M. Zakoïan (2016) Goodness-of-fit tests for extended Log-GARCH models and specification tests against the EGARCH, TEST, Online first.
 T. Mikosch and O. Wintenberger (2016) A large deviations approach to limit theory for heavy-tailed time series, Probab. Th. Rel. Fields 166, 233-269.
 O. Wintenberger (2015) Weak transport inequalities and applications to exponential and oracle inequalities, EJP, 20, 114, 1-27.
 T. Mikosch and O. Wintenberger (2014) The cluster index of regularly varying sequences with applications to limit theory for functions of multivariate Markov chains, Probab. Th. Rel. Fields 159, 157-196.
 P. Alquier, X. Li and O. Wintenberger (2013) Prediction of time series by statistical learning: general losses and fast rates , Dependence Modeling, 1, 65-93. Note that this article contains the results of the unpublished working paper Fast Rates in Learning with Dependent Observations.
 C. Francq, O. Wintenberger and J.-M. Zakoïan (2013) GARCH models without positivity constraints: Exponential or Log GARCH?, Journal of Econometrics 177, 34-46.
 J. Trashorras and O. Wintenberger (2013) Large deviations for bootstrapped empirical measures, accepted for publication in Bernoulli.
 O. Wintenberger (2013) Continuous Invertibility and Stable QML Estimation of the EGARCH(1,1) Model, Scandinavian Journal of Statistics 40, 846-867.
 T. Mikosch and O. Wintenberger (2013) Precise large deviations for dependent regularly varying sequences, Probab. Th. Rel. Fields 156, 851-887.
 J.-M. Bardet, W. Kengne, and O. Wintenberger (2012) Detecting multiple change-points in general causal time series using penalized quasi-likelihood, Electron. J. Statist. 6, 435-477.
 P. Alquier, O. Wintenberger (2012) Model selection and randomization for weakly dependent time series forecasting, Bernoulli 18 (3), 883-913.
 K. Bartkiewicz, A. Jakubowski, T. Mikosch, O. Wintenberger (2011) Stable limits for sums of dependent infinite variance random variables Probab. Th. Rel. Fields 150, 337-372.
 O. Wintenberger (2010) Deviation inequalities for sums of weakly dependent time series, Elect. Comm. in Probab. 15, 489-503.
 I. Gannaz, O. Wintenberger (2010) Adaptive density estimation under weak dependence, ESAIM Probab. Statist. 14, 151-172.
 J.-M. Bardet, O. Wintenberger (2009) Asymptotic normality of the Quasi Maximum Likelihood Estimator for multidimensional causal processes, Ann. Statist. 37, 2730-2759.
 P. Doukhan, O. Wintenberger (2008) Weakly dependent chains with infinite memory, Stoch. Proc. Appl. 118, 11, 1997-2013.
 P. Doukhan, O. Wintenberger (2007) An invariance principle for weakly dependent stationary general models, Probab. Math. Statist. 27, 1, 45-73.
 N. Ragache, O.Wintenberger (2006) Convergence rates for density estimators of weakly dependent time series , Dependence in Probability and Statistics, (Eds P. Bertail, P. Doukhan and P. Soulier),Lecture Notes in Statist. 187, 349-372.