Can I read Exit Time Asymptotics for Dynamical Systems with Fast Random Switching Near an Unstable Equilibrium on EtoBox?
Exit Time Asymptotics for Dynamical Systems with Fast Random Switching Near an Unstable Equilibrium by Bakhtin, Yuri; Gaál, Alexisz is a Mathematics article available to read on EtoBox.
What is Exit Time Asymptotics for Dynamical Systems with Fast Random Switching Near an Unstable Equilibrium about?
We consider the exit problem for a one-dimensional system with random switching near an unstable equilibrium point of the averaged drift. In the infinite switching rate limit, we show that the exit time satisfies a limit theorem with a logarithmic deterministic term and a random correction converging in distribution. Thus, this setting is in the universality class of the unstable equilibrium exit under small white-noise perturbations.
Who reads Exit Time Asymptotics for Dynamical Systems with Fast Random Switching Near an Unstable Equilibrium?
It is typically read by researchers, students, and practitioners in Mathematics.
- Author
- Bakhtin, Yuri; Gaál, Alexisz
- Publisher
- World Scientific Publishing Company; World Scientific ; World Scientific Publishing Co; World Scientific Pub Co Pte Lt (ISSN 0219-4937)
- Published
- 2019
- Language
- EN
- Field
- Mathematics (Physical Sciences)