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 audienceThe class of quantiles lies at the heart of extreme-value theory and is one of...
Title: Stochastical inference in the model of extreme events Author: Jan Dienstbier Department/Insti...
Quantiles are a fundamental concept in extreme-value theory. They can be obtained from a minimizatio...
International audienceA new estimator for extreme quantiles is proposed under the log-generalized We...
National audienceExtreme quantile estimation remains a major statistical challenge. In this communic...
We address the estimation of extreme quantiles of Weibull tail-distributions. Since such quantiles a...
International audienceIn this paper, we consider the problem of estimating an extreme quantile of a ...
International audienceIn the case of Weibull tail distributions, the most commonly used methodology ...
International audienceIn the case of Weibull tail distributions, the most commonly used methodology ...
International audienceThe Weibull-tail class of distributions is a sub-class of the Gumbel extreme d...
This thesis considers estimation of the quantiles of the smallest extreme value distribution, someti...
We consider the estimation of an extreme conditional quantile. In a first part, we propose a new tai...
International audienceThe model of heteroscedastic extremes initially introduced by Einmahl et al. (...
International audienceIn Gardes et al. (2011), a new family of distributions is introduced, dependin...
International audienceThe estimation of extreme quantiles requires adapted methods to extrapolate be...
International audienceThe class of quantiles lies at the heart of extreme-value theory and is one of...
Title: Stochastical inference in the model of extreme events Author: Jan Dienstbier Department/Insti...
Quantiles are a fundamental concept in extreme-value theory. They can be obtained from a minimizatio...
International audienceA new estimator for extreme quantiles is proposed under the log-generalized We...
National audienceExtreme quantile estimation remains a major statistical challenge. In this communic...
We address the estimation of extreme quantiles of Weibull tail-distributions. Since such quantiles a...
International audienceIn this paper, we consider the problem of estimating an extreme quantile of a ...
International audienceIn the case of Weibull tail distributions, the most commonly used methodology ...
International audienceIn the case of Weibull tail distributions, the most commonly used methodology ...
International audienceThe Weibull-tail class of distributions is a sub-class of the Gumbel extreme d...
This thesis considers estimation of the quantiles of the smallest extreme value distribution, someti...
We consider the estimation of an extreme conditional quantile. In a first part, we propose a new tai...
International audienceThe model of heteroscedastic extremes initially introduced by Einmahl et al. (...
International audienceIn Gardes et al. (2011), a new family of distributions is introduced, dependin...
International audienceThe estimation of extreme quantiles requires adapted methods to extrapolate be...
International audienceThe class of quantiles lies at the heart of extreme-value theory and is one of...
Title: Stochastical inference in the model of extreme events Author: Jan Dienstbier Department/Insti...
Quantiles are a fundamental concept in extreme-value theory. They can be obtained from a minimizatio...