International audienceWe prove a Large Deviation Principle for a stationary Gaussian process over R b , indexed by Z d (for some positive integers d and b), with positive definite spectral density and provide an expression of the corresponding rate function in terms of the mean of the process and its spectral density. This result is useful in applications where such an expression is needed
AbstractWe prove a full large deviations principle in large time, for a diffusion process with rando...
This thesis is devoted to the studies of two themes : large deviations of the kernel density estmato...
AbstractWe consider the path-valued process called the Brownian snake, conditioned so that its lifet...
International audienceWe prove a Large Deviation Principle for a stationary Gaussian process over R ...
AbstractWe show that the large deviation principle with respect to the weak topology holds for the e...
AbstractA large deviation principle is proved for Toeplitz quadratic forms of centred stationary Gau...
We show that the large deviation principle with respect to the weak topology holds for the empirical...
2014-07-24We study large deviations (LD) rates in a Gaussian setting and their representation in ter...
Let X be a topological space and F denote the Borel σ-field in X. A family of probability measures {...
In this paper, we present large deviation results for estimators of some unknown parameters concerni...
We prove a Large Deviation Principle for the random spec- tral measure associated to the pair $(H_N;...
International audienceIn this paper, we obtain a large deviation principle for quadratic forms of Ga...
Abstract. In this note, we obtain a large deviation principle for quadratic forms of Gaussian statio...
AbstractGaussian White Noise, super-Brownian motion and the diffusion-limit Fleming–Viot process are...
Abstract. Under regularity assumptions, we establish a sharp large deviation principle for Hermitian...
AbstractWe prove a full large deviations principle in large time, for a diffusion process with rando...
This thesis is devoted to the studies of two themes : large deviations of the kernel density estmato...
AbstractWe consider the path-valued process called the Brownian snake, conditioned so that its lifet...
International audienceWe prove a Large Deviation Principle for a stationary Gaussian process over R ...
AbstractWe show that the large deviation principle with respect to the weak topology holds for the e...
AbstractA large deviation principle is proved for Toeplitz quadratic forms of centred stationary Gau...
We show that the large deviation principle with respect to the weak topology holds for the empirical...
2014-07-24We study large deviations (LD) rates in a Gaussian setting and their representation in ter...
Let X be a topological space and F denote the Borel σ-field in X. A family of probability measures {...
In this paper, we present large deviation results for estimators of some unknown parameters concerni...
We prove a Large Deviation Principle for the random spec- tral measure associated to the pair $(H_N;...
International audienceIn this paper, we obtain a large deviation principle for quadratic forms of Ga...
Abstract. In this note, we obtain a large deviation principle for quadratic forms of Gaussian statio...
AbstractGaussian White Noise, super-Brownian motion and the diffusion-limit Fleming–Viot process are...
Abstract. Under regularity assumptions, we establish a sharp large deviation principle for Hermitian...
AbstractWe prove a full large deviations principle in large time, for a diffusion process with rando...
This thesis is devoted to the studies of two themes : large deviations of the kernel density estmato...
AbstractWe consider the path-valued process called the Brownian snake, conditioned so that its lifet...