AbstractIn this paper we consider the asymptotic behaviour of randomly perturbed discrete dynamical systems. We treat this problem by examining the evolution of the corresponding sequences of distributions. We show that an average contractive property is sufficient to ensure the weak convergence of the sequence of distributions to a unique stationary measure
The asymptotic properties of discrete time stochastic systems operating under feedback is addressed....
International audienceWe provide formulas to compute the coefficients entering the affine scaling ne...
We provide formulas to compute the coefficients entering the affine scaling needed to get a non-dege...
AbstractIn this paper we consider the asymptotic behaviour of randomly perturbed discrete dynamical ...
AbstractA Moderate Deviation Principle is established for random processes arising as small random p...
The comparison of the long-time behaviour dynamical systems and their numerical approximations is no...
Abstract Families of probability measures on the phase space of a dynamical system are considered ...
Families of probability measures on the phase space of a dynamical system are considered. These meas...
For a stochastic dynamic system with a small parameter, the uniform boundedness of the p-th moment o...
In this thesis we study the limit theorems in the statistical analysis of dynamicalsystems. The firs...
AbstractMotivated by applications to singular perturbations, the paper examines convergence rates of...
In this thesis we study the limit theorems in the statistical analysis of dynamicalsystems. The firs...
In this thesis we study the limit theorems in the statistical analysis of dynamicalsystems. The firs...
AbstractWe study different examples of singular perturbations of one-dimensional stochastic differen...
Mathematical Subject Classification (2000): 60F17, 37E05. In this paper, we obtain precise rates of ...
The asymptotic properties of discrete time stochastic systems operating under feedback is addressed....
International audienceWe provide formulas to compute the coefficients entering the affine scaling ne...
We provide formulas to compute the coefficients entering the affine scaling needed to get a non-dege...
AbstractIn this paper we consider the asymptotic behaviour of randomly perturbed discrete dynamical ...
AbstractA Moderate Deviation Principle is established for random processes arising as small random p...
The comparison of the long-time behaviour dynamical systems and their numerical approximations is no...
Abstract Families of probability measures on the phase space of a dynamical system are considered ...
Families of probability measures on the phase space of a dynamical system are considered. These meas...
For a stochastic dynamic system with a small parameter, the uniform boundedness of the p-th moment o...
In this thesis we study the limit theorems in the statistical analysis of dynamicalsystems. The firs...
AbstractMotivated by applications to singular perturbations, the paper examines convergence rates of...
In this thesis we study the limit theorems in the statistical analysis of dynamicalsystems. The firs...
In this thesis we study the limit theorems in the statistical analysis of dynamicalsystems. The firs...
AbstractWe study different examples of singular perturbations of one-dimensional stochastic differen...
Mathematical Subject Classification (2000): 60F17, 37E05. In this paper, we obtain precise rates of ...
The asymptotic properties of discrete time stochastic systems operating under feedback is addressed....
International audienceWe provide formulas to compute the coefficients entering the affine scaling ne...
We provide formulas to compute the coefficients entering the affine scaling needed to get a non-dege...
DOI.gif%3Fwidth%3D300&w=3840&q=75)
Add to ORKG