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Subject
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Fokker-Planck equation 1 drift diffusion model 1 eikonal approximation 1 escape rate asymptotics 1 exit location 1 first passage time 1 large deviations 1 large fluctuations 1 most probable escape path 1 most probable exit path 1 noise induced transitions 1 oscillatory asymptotics 1 singular perturbation theory 1 stochastic escape problem 1 stochastic exit problem 1 stochastic resonance 1 weak noise asymptotics 1
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Book / Working Paper 1
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Undetermined 1
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Maier, Robert S. 1 Stein, Daniel L. 1
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Santa Fe Institute 1
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Working Papers / Santa Fe Institute 1
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RePEc 1
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Oscillatory Behavior of the Rate of Escape through an Unstable Limit Cycle
Maier, Robert S.; Stein, Daniel L. - Santa Fe Institute - 1996
Suppose a two-dimensional dynamical system has a stable attractor that is surrounded by an unstable limit cycle. If the system is additively perturbed by white noise, the rate of escape through the limit cycle will fall off exponentially as the noise strength. The presence of this slowly...
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