International audienceWe study some extensions of the empirical likelihood method, when the Kullback distance is replaced by some general convex divergence or φ-discrepancy. We show that this generalized empirical likelihood method is asymptotically valid for general Hadamard differentiable functionals
Abstract. In this paper we establish an upper and a lower bound for the f-divergence of two discrete...
We show that a statistical functional is asymptotically normal if it induces a Hadamard differentiab...
It is known that the empirical likelihood ratio can be used to construct confidence regions for smoo...
International audienceWe study some extensions of the empirical likelihood method, when the Kullback...
International audienceIn this paper, we generalize the results obtained with the Kullback distance (...
In this paper, we generalize the results obtained with the Kullbackdistance (corresponding to empiri...
We review some recent extensions of the so-called generalized empirical likelihood method,...
We study some extensions of the empirical likelihood method, when theKullback distance is replaced b...
We review some recent extensions of the so-called generalized empirical likelihood method, when the ...
This paper studies the Minimum Divergence (MD) class of estimators for econometric models specified...
summary:In this paper we establish an upper and a lower bound for the $f$-divergence of two discrete...
A formulation of the second-order Hadamard differentiability of (extended) statistical functionals a...
Abstract. In this paper we establish an upper and a lower bound for the f-divergence of two discrete...
We show that a statistical functional is asymptotically normal if it induces a Hadamard differentiab...
It is known that the empirical likelihood ratio can be used to construct confidence regions for smoo...
International audienceWe study some extensions of the empirical likelihood method, when the Kullback...
International audienceIn this paper, we generalize the results obtained with the Kullback distance (...
In this paper, we generalize the results obtained with the Kullbackdistance (corresponding to empiri...
We review some recent extensions of the so-called generalized empirical likelihood method,...
We study some extensions of the empirical likelihood method, when theKullback distance is replaced b...
We review some recent extensions of the so-called generalized empirical likelihood method, when the ...
This paper studies the Minimum Divergence (MD) class of estimators for econometric models specified...
summary:In this paper we establish an upper and a lower bound for the $f$-divergence of two discrete...
A formulation of the second-order Hadamard differentiability of (extended) statistical functionals a...
Abstract. In this paper we establish an upper and a lower bound for the f-divergence of two discrete...
We show that a statistical functional is asymptotically normal if it induces a Hadamard differentiab...
It is known that the empirical likelihood ratio can be used to construct confidence regions for smoo...
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