International audienceA new estimator for extreme quantiles is proposed under the log-generalized Weibull-tail model, ntroduced by (de Valk, C., Extremes, pp. 661--686, vol. 19, 2016). This model relies on a new regular variation condition which, in some situations, permits to extrapolate further into the tails than the classical assumption in extreme-value theory. The asymptotic normality of the estimator is established and its finite sample properties are illustrated both on simulated and real datasets
International audienceIn the case of Weibull tail distributions, the most commonly used methodology ...
This thesis can be viewed within the context of extreme value statistics. It provides two main contr...
Due to the specificity of the Weibull tail coefficient, most of the estimators available in the lite...
International audienceA new estimator for extreme quantiles is proposed under the log-generalized We...
International audienceIn this paper, we consider the problem of estimating an extreme quantile of a ...
National audienceExtreme quantile estimation remains a major statistical challenge. In this communic...
Quantiles are a fundamental concept in extreme-value theory. They can be obtained from a minimizatio...
We address the estimation of extreme quantiles of Weibull tail-distributions. Since such quantiles a...
This thesis takes place in the extreme value statistics framework. It provides three main contributi...
International audienceIn Gardes et al. (2011), a new family of distributions is introduced, dependin...
International audienceWe address the problem of estimating the Weibull tail-coefficient which is the...
International audienceWe present a nonparametric family of estimators for the tail index of a Weibul...
In this paper, we discuss the application of extreme value theory in the context of stationary β-mix...
Cette thèse s'inscrit dans le contexte de la statistique des valeurs extrêmes. Elle y apporte deux c...
International audienceWe address the estimation of extreme level curves of heavy-tailed distribution...
International audienceIn the case of Weibull tail distributions, the most commonly used methodology ...
This thesis can be viewed within the context of extreme value statistics. It provides two main contr...
Due to the specificity of the Weibull tail coefficient, most of the estimators available in the lite...
International audienceA new estimator for extreme quantiles is proposed under the log-generalized We...
International audienceIn this paper, we consider the problem of estimating an extreme quantile of a ...
National audienceExtreme quantile estimation remains a major statistical challenge. In this communic...
Quantiles are a fundamental concept in extreme-value theory. They can be obtained from a minimizatio...
We address the estimation of extreme quantiles of Weibull tail-distributions. Since such quantiles a...
This thesis takes place in the extreme value statistics framework. It provides three main contributi...
International audienceIn Gardes et al. (2011), a new family of distributions is introduced, dependin...
International audienceWe address the problem of estimating the Weibull tail-coefficient which is the...
International audienceWe present a nonparametric family of estimators for the tail index of a Weibul...
In this paper, we discuss the application of extreme value theory in the context of stationary β-mix...
Cette thèse s'inscrit dans le contexte de la statistique des valeurs extrêmes. Elle y apporte deux c...
International audienceWe address the estimation of extreme level curves of heavy-tailed distribution...
International audienceIn the case of Weibull tail distributions, the most commonly used methodology ...
This thesis can be viewed within the context of extreme value statistics. It provides two main contr...
Due to the specificity of the Weibull tail coefficient, most of the estimators available in the lite...