The stochastic resonance (SR) of two coupled fractional harmonic oscillators with a
dichotomous fluctuating mass is investigated. The complete synchronization between the …

The long-time collective behavior of globally coupled Langevin equations in a dichotomous
fluctuating potential driven by a periodic source is investigated. By describing the collective …

The stochastic resonance (SR) phenomenon in two coupled fractional harmonic oscillators
with inherent frequency, employing the Jerk equation under the influence of multiplicative …

This paper studies the resonance behavior in two coupled harmonic oscillators with
fluctuating mass. Firstly, the statistic synchronization between the two particles is obtained …

Excitation waves are studied on trees and random networks of coupled active elements.
Undamped propagation of such waves is observed in those networks. It represents an …

In this paper, the collective behaviors in a globally coupled system consisting of harmonic
oscillators with damping fluctuation modeled as dichotomous noise are investigated. First …

In this study, we propose coupled time-delayed fractional oscillators with dichotomous
fluctuating frequencies and investigate the collective resonant behavior. Firstly, we obtain …

Stochastic resonance of a fractional oscillator subject to an external periodic field as well as
to multiplicative and additive noise is investigated. The fluctuations of the eigenfrequency …

In this paper, the resonance behaviors of two coupled harmonic oscillators with fluctuating
frequency driven by an external periodic signal are investigated. Applying the Shapiro …

This paper investigates the stochastic resonance phenomenon in two coupled harmonic
oscillators with fluctuating mass. The fluctuation of the mass is modeled as a trichotomous …