We show that a wide class of uncoupled limit-cycle oscillators can be in-phase synchronized
by common weak additive noise. An expression of the Lyapunov exponent is analytically …

It is shown that the dynamic instability process describing the self-assembly and/or
disassembly of microtubules is a continuous version of a variant of persistent random walks …

It is well known that a random multiplicative process with weak additive noise generates a
power-law probability distribution. It has recently been recognized that this process exhibits …

A bifurcating system subject to multiplicative noise can display on-off intermittency. Using a
canonical example, we investigate the extreme sensitivity of the intermittent behavior to the …

We study the magnetization dynamics in finite 2D and 3D Ising lattices of size N for
temperatures T just below the pseudo-critical temperature T pc (N) when the free energy, as …

When a neuron receives a randomly fluctuating input current, its reliability of spike
generation improves compared with the case of a constant input current [Mainen and …

A bifurcating system subject to multiplicative noise can exhibit on–off intermittency close to
the instability threshold. For a canonical system, we discuss the dependence of this …

The dynamics of the magnetization of yttrium iron garnet spheres was studied by
ferromagnetic resonance both within the subsidiary absorption regime and the coincidence …

We report on the observation of on-off intermittency in an optically injected dual-mode
semiconductor laser. It is shown that quasi-single-mode chaotic dynamics of the injected …

A two-dimensional system of nonlocally coupled complex Ginzburg–Landau oscillators is
investigated numerically for the first time. As previously shown for the one-dimensional case …