(Reçu le jour mois année, accepte ́ après révision le jour mois année) Abstract. We investigate the asymptotic properties of posterior distributions when the model is mis-specified, i.e. it is comtemplated that the observations might be drawn from a density in a family where, while the actual distribution of the ob-servations may not correspond to any of the densities. A concentration property around a fixed value of the parameter is obtained as well as concentration properties around the maximum likelihood estimate. c 2002 Académie des sciences / Éditions scientifiques et médicales Elsevier SAS Propriétés asymptotiques des lois a posteriori sous un modèle incorrect. Résumé. Nous étudions les propriétés asymptotiques des loi...
This paper examines the asymptotic behavior of the posterior distribution of a possibly nondifferent...
Cet article est un article de revue et présente un certain nombre de résultats récents sur les propr...
We consider the asymptotic behavior of posterior distributions and Bayes estimators for infinite-dim...
National audienceWe investigate the asymptotic properties of posterior distributions when the model ...
We investigate the asymptotic properties of posterior distributions when the model is misspecified, ...
AbstractIn this paper, the asymptotic behavior of posterior distributions on parameters contained in...
We consider the asymptotic behavior of posterior distributions if the model is misspecified. Given a...
We give bounds on the concentration of (pseudo) posterior distributions, both for correct and misspe...
Introduction The frequentist asymptotic properties of Bayes estimators and of posterior distributio...
© 2016, Pleiades Publishing, Ltd.The paper suggests a new asymptotic expansion of posterior distribu...
This thesis is divided in two parts on rather different aspects of Bayesian statistics. In the first...
The problem of demonstrating the limiting normality of posterior distributions arising from stochast...
Abstract Summary. We study the asymptotic behaviour of the posterior distribution in a mixture mode...
We study the asymptotic behavior of posterior distributions for i.i.d. data. We present general post...
Approximate Bayesian computation allows for statistical analysis in models with intractable likeliho...
This paper examines the asymptotic behavior of the posterior distribution of a possibly nondifferent...
Cet article est un article de revue et présente un certain nombre de résultats récents sur les propr...
We consider the asymptotic behavior of posterior distributions and Bayes estimators for infinite-dim...
National audienceWe investigate the asymptotic properties of posterior distributions when the model ...
We investigate the asymptotic properties of posterior distributions when the model is misspecified, ...
AbstractIn this paper, the asymptotic behavior of posterior distributions on parameters contained in...
We consider the asymptotic behavior of posterior distributions if the model is misspecified. Given a...
We give bounds on the concentration of (pseudo) posterior distributions, both for correct and misspe...
Introduction The frequentist asymptotic properties of Bayes estimators and of posterior distributio...
© 2016, Pleiades Publishing, Ltd.The paper suggests a new asymptotic expansion of posterior distribu...
This thesis is divided in two parts on rather different aspects of Bayesian statistics. In the first...
The problem of demonstrating the limiting normality of posterior distributions arising from stochast...
Abstract Summary. We study the asymptotic behaviour of the posterior distribution in a mixture mode...
We study the asymptotic behavior of posterior distributions for i.i.d. data. We present general post...
Approximate Bayesian computation allows for statistical analysis in models with intractable likeliho...
This paper examines the asymptotic behavior of the posterior distribution of a possibly nondifferent...
Cet article est un article de revue et présente un certain nombre de résultats récents sur les propr...
We consider the asymptotic behavior of posterior distributions and Bayes estimators for infinite-dim...