most citedOscillatory Survival Probability: Analytical, Numerical Study for oscillatory narrow escape and applications to neural network dynamics

1 citations · 1 across the 2 of their papers we have counts for

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2 papers

math.AP2014★ 1 cited

Oscillatory Survival Probability: Analytical, Numerical Study for oscillatory narrow escape and applications to neural network dynamics

K. Dao Duc, Z. Schuss, D. Holcman

We study the escape of Brownian motion from the domain of attraction of a stable focus with a strong drift. The boundary of is an unstable limit cycle of the d…

math-ph2013

Oscillatory decay of the survival probability of activated diffusion across a limit cycle

K. Dao Duc, Z. Schuss, D. Holcman

Activated escape of a Brownian particle from the domain of attraction of a stable focus over a limit cycle exhibits non-Kramers behavior: it is non-Poissonian. When the attractor i…