Noise-induced escape from the metastable part of a potential is considered on time scales preceding the formation of quasiequilibrium within that part of the potential. It is shown that, counterintuitively, the escape flux may then depend exponentially strongly, and in a complicated manner, on time and friction. (C) 2001 American Institute of Physics
International audienceWe study the noise-driven escape of active Brownian particles (ABPs) and run-a...
A correlation between two noise processes driving the thermally activated particles in a symmetric t...
Based on a simple microscopic model where the bath is in a non-equilibrium state we study the escape...
Noise-induced escape from the metastable part of a potential is considered on time scales preceding ...
Escape from a metastable potential is considered on time-scales less than are needed for the creatio...
We prove rigorously and demonstrate in simulations that. for a potential system staying initially at...
Fluctuational escape from a multiwell potential is shown to display new features, as compared to the...
We demonstrate that the classical Kramers' escape problem can be extended to describe a bistable sys...
We review the problem of the noise activated escape from a metastable state in the presence of non-G...
Unlike the quasi-stationary escape flux, the flux on time scales preceding the quasi-stationary stag...
The calculation of rate coefficients is a discipline of nonlinear science of importance to much of p...
The motion of an overdamped particle in a bistable potential U(x), driven quasimonochromatic noise (...
Kramers ’ exit problem is concerned with noise activated escape from a po-tential well. In case the ...
The motion of an overdamped particle in a bistable potential U(x), driven by quasimonochromatic nois...
Noise-induced escape from a quasiattractor, and from a quasi-hyperbolic attractor with nonfractal bo...
International audienceWe study the noise-driven escape of active Brownian particles (ABPs) and run-a...
A correlation between two noise processes driving the thermally activated particles in a symmetric t...
Based on a simple microscopic model where the bath is in a non-equilibrium state we study the escape...
Noise-induced escape from the metastable part of a potential is considered on time scales preceding ...
Escape from a metastable potential is considered on time-scales less than are needed for the creatio...
We prove rigorously and demonstrate in simulations that. for a potential system staying initially at...
Fluctuational escape from a multiwell potential is shown to display new features, as compared to the...
We demonstrate that the classical Kramers' escape problem can be extended to describe a bistable sys...
We review the problem of the noise activated escape from a metastable state in the presence of non-G...
Unlike the quasi-stationary escape flux, the flux on time scales preceding the quasi-stationary stag...
The calculation of rate coefficients is a discipline of nonlinear science of importance to much of p...
The motion of an overdamped particle in a bistable potential U(x), driven quasimonochromatic noise (...
Kramers ’ exit problem is concerned with noise activated escape from a po-tential well. In case the ...
The motion of an overdamped particle in a bistable potential U(x), driven by quasimonochromatic nois...
Noise-induced escape from a quasiattractor, and from a quasi-hyperbolic attractor with nonfractal bo...
International audienceWe study the noise-driven escape of active Brownian particles (ABPs) and run-a...
A correlation between two noise processes driving the thermally activated particles in a symmetric t...
Based on a simple microscopic model where the bath is in a non-equilibrium state we study the escape...