Theory of noise-induced intermittency in bistable dynamical systems

Alexander N. Pisarchik, Olga Moskalenko, Alexey Koronovskii, Alexander Hramov, Maksim Zhuravlev, Rider Jaimes-Reategui

Theory of intermittency taking place in bistable dynamical systems subjected to additional noise influence have been proposed. The main characteristic of intermittency namely the residence time distribution for both coexisting regimes has been obtained analytically and numerically. The proposed theory has been applied to bistable energy model and erbium-doped fiber laser with two coexisting periodic orbits.

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