We propose new nonparametric accordance Rényi-α and α-Tsallis divergence es-timators for continuous distributions. We discuss this approach with a view to the selection model (on altoire and autoregressive AR (1)). We lestimateur used by kernel density esttimer underlying. Nevertheless, we are able to prove that the esti-mators are consistent under certain conditions. We also describe how to apply these estimators and demonstrate their effectiveness through numerical experiments. Key words: test de racine unitaire, modéle AR(1), α−Divergence. AMS Subject Classification: 60J60, 62F03, 62F05, 94A17.
We provide new asymptotic theory for kernel density estimators, when these are applied to autoregres...
In this paper, we aim at analyzing the differences between three families of divergences used to com...
International audienceRecently, Azari et al (2006) showed that (AIC) criterion and its corrected ver...
In this paper, we study a bias reduced kernel density estimator and derive a nonparametric φ-diverge...
Patrice Bertail (rapporteur), Denis Bosq (pésident), Michel Delecroix, Dominique Picard, Ya'acov Rit...
AbstractThe paper deals with simple and composite hypotheses in statistical models with i.i.d. obser...
Notre travail port sur l'inf´erence au sujet de l'AIC (un cas de vraisemblance p`enalis´ee) d'Akaike...
International audienceRecently, Azari et al (2006) showed that (AIC) criterion and its corrected ver...
summary:Point estimators based on minimization of information-theoretic divergences between empirica...
Although robust divergence, such as density power divergence and γ-divergence, is helpful for robust...
We propose new nonparametric, consistent Renyi-alpha and Tsallis-alpha divergence estimators for con...
Estimation of distributions of stochastic models is studied and adaptive selection of a better of tw...
We provide new asymptotic theory for kernel density estimators, when these are applied to autoregres...
Tests for serial independence and goodness-of-fit based on divergence notions between probability di...
We give a comprehensive theoretical characterization of a nonparametric estimator for the L22 diver-...
We provide new asymptotic theory for kernel density estimators, when these are applied to autoregres...
In this paper, we aim at analyzing the differences between three families of divergences used to com...
International audienceRecently, Azari et al (2006) showed that (AIC) criterion and its corrected ver...
In this paper, we study a bias reduced kernel density estimator and derive a nonparametric φ-diverge...
Patrice Bertail (rapporteur), Denis Bosq (pésident), Michel Delecroix, Dominique Picard, Ya'acov Rit...
AbstractThe paper deals with simple and composite hypotheses in statistical models with i.i.d. obser...
Notre travail port sur l'inf´erence au sujet de l'AIC (un cas de vraisemblance p`enalis´ee) d'Akaike...
International audienceRecently, Azari et al (2006) showed that (AIC) criterion and its corrected ver...
summary:Point estimators based on minimization of information-theoretic divergences between empirica...
Although robust divergence, such as density power divergence and γ-divergence, is helpful for robust...
We propose new nonparametric, consistent Renyi-alpha and Tsallis-alpha divergence estimators for con...
Estimation of distributions of stochastic models is studied and adaptive selection of a better of tw...
We provide new asymptotic theory for kernel density estimators, when these are applied to autoregres...
Tests for serial independence and goodness-of-fit based on divergence notions between probability di...
We give a comprehensive theoretical characterization of a nonparametric estimator for the L22 diver-...
We provide new asymptotic theory for kernel density estimators, when these are applied to autoregres...
In this paper, we aim at analyzing the differences between three families of divergences used to com...
International audienceRecently, Azari et al (2006) showed that (AIC) criterion and its corrected ver...