The main results in this paper concern large deviations for families of non-Gaussian processes obtained as suitable perturbations of continuous centered multivariate Gaussian processes which satisfy a large deviation principle. We present some corollaries and, as a consequence, we obtain logarithmic asymptotic estimates for exit probabilities from suitable halfspaces and quadrants.Comment: 22 page
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AbstractGaussian White Noise, super-Brownian motion and the diffusion-limit Fleming–Viot process are...
The paper deals with the asymptotic behavior of the bridge of a Gaussian process conditioned to stay...
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The problem of (pathwise) large deviations for conditionally continuous Gaussian processes is invest...
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AbstractWe consider the exit problem for an asymptotically small random perturbation of a stable dyn...
AbstractGaussian White Noise, super-Brownian motion and the diffusion-limit Fleming–Viot process are...