Abstract: We consider parametric models, not necessarily i.i.d, whose distribu-tions depend on a parameter θ ∈ Θ ⊂ Rd. The parameter space Θ is a compact and convex subset of Rd. We give a large deviations principle for a M-estimator of θ. Then we apply our result to some statistical models such as elliptic models, nonlinear models and generalized linear models. Key words: M-estimator, large deviations principle, elliptic models, nonlinear models, generalized linear models.
In this article, we consider several statistical models for censored exponential data. We prove a la...
In this article, we consider several statistical models for censored exponential data. We prove a la...
In this article, we consider several statistical models for censored exponential data. We prove a la...
In this paper, we consider a class of statistical models with a real-valued threshold parameter, wh...
In this paper, we consider a class of statistical models with a real-valued threshold parameter, wh...
In this paper, we consider a class of statistical models with a real-valued threshold parameter, wh...
Elaborating on the work of Ibragimov and Has'minskii (1981) we prove a law of large deviations (LLD)...
The known central limit result for broad classes of M-estimators is refined to moderate and large de...
In this paper, we obtain a moderate deviation result for the maximum likelihood estimator under cert...
Let V be a topological space and B(V ) the Borel oe--field on V . A sequence of probability measures...
This paper proves large deviation theorems for a general class of random vectors taking values in Rd...
This paper proves large deviation theorems for a general class of random vectors taking values in Rd...
This paper proves large deviation theorems for a general class of random vectors taking values in Rd...
This paper proves large deviation theorems for a general class of random vectors taking values in Rd...
This paper proves large deviation theorems for a general class of random vectors taking values in Rd...
In this article, we consider several statistical models for censored exponential data. We prove a la...
In this article, we consider several statistical models for censored exponential data. We prove a la...
In this article, we consider several statistical models for censored exponential data. We prove a la...
In this paper, we consider a class of statistical models with a real-valued threshold parameter, wh...
In this paper, we consider a class of statistical models with a real-valued threshold parameter, wh...
In this paper, we consider a class of statistical models with a real-valued threshold parameter, wh...
Elaborating on the work of Ibragimov and Has'minskii (1981) we prove a law of large deviations (LLD)...
The known central limit result for broad classes of M-estimators is refined to moderate and large de...
In this paper, we obtain a moderate deviation result for the maximum likelihood estimator under cert...
Let V be a topological space and B(V ) the Borel oe--field on V . A sequence of probability measures...
This paper proves large deviation theorems for a general class of random vectors taking values in Rd...
This paper proves large deviation theorems for a general class of random vectors taking values in Rd...
This paper proves large deviation theorems for a general class of random vectors taking values in Rd...
This paper proves large deviation theorems for a general class of random vectors taking values in Rd...
This paper proves large deviation theorems for a general class of random vectors taking values in Rd...
In this article, we consider several statistical models for censored exponential data. We prove a la...
In this article, we consider several statistical models for censored exponential data. We prove a la...
In this article, we consider several statistical models for censored exponential data. We prove a la...