The bias bound function of an estimator is an important quantity in order to perform globally robust inference. We show how to evaluate the exact bias bound for the minimax estimator of the location parameter for a wide class of unimodal symmetric location and scale family. We show, by an example, how to obtain an upper bound of the bias bound for a unimodal asymmetric location and scale family. We provide the exact bias bound of the minimum distance/disparity estimators under a contamination neighborhood generated from the same distance
The estimation of a linear combination of several restricted location parameters is addressed from a...
Abstract—Lower bounds involving -divergences between the underlying probability measures are proved ...
We study the problem of estimating an unknown parameter $\theta$ from an observation of a random var...
The bias bound function of an estimator is an important quantity in order to perform globally robust...
AbstractThe maximum asymptotic bias of an estimator is a global robustness measure of its performanc...
The maximum asymptotic bias of an estimator is a global robustness measure of its performance. The p...
This paper is concerned with estimation of the restricted parameters in location and/or scale famili...
Università Ca’ Foscari di Venezia, Dipartimento di Statistica, Serie Redazioni Provvisorie, N. 5, 20...
In the last years attention has been devoted to the construction of estimators that (optimally) boun...
The field of Robust Statistics deals with the problem of stability of estimators under a certain typ...
Simultaneous robust estimates of location and scale parameters are derived from minimizing a minimum...
.A sequence of equivariant estimators of a location parameter, which is asymptotically most robust w...
The estimation of a linear combination of several restricted location parameters is addressed from a...
Abstract—Lower bounds involving -divergences between the underlying probability measures are proved ...
We study the problem of estimating an unknown parameter $\theta$ from an observation of a random var...
The bias bound function of an estimator is an important quantity in order to perform globally robust...
AbstractThe maximum asymptotic bias of an estimator is a global robustness measure of its performanc...
The maximum asymptotic bias of an estimator is a global robustness measure of its performance. The p...
This paper is concerned with estimation of the restricted parameters in location and/or scale famili...
Università Ca’ Foscari di Venezia, Dipartimento di Statistica, Serie Redazioni Provvisorie, N. 5, 20...
In the last years attention has been devoted to the construction of estimators that (optimally) boun...
The field of Robust Statistics deals with the problem of stability of estimators under a certain typ...
Simultaneous robust estimates of location and scale parameters are derived from minimizing a minimum...
.A sequence of equivariant estimators of a location parameter, which is asymptotically most robust w...
The estimation of a linear combination of several restricted location parameters is addressed from a...
Abstract—Lower bounds involving -divergences between the underlying probability measures are proved ...
We study the problem of estimating an unknown parameter $\theta$ from an observation of a random var...