The classical Kuramoto model serves as a useful tool for studying synchronization
transitions in coupled oscillators that is limited to the sinusoidal and pairwise interactions. In …

In this paper, the power-law heterogeneity of the coupling coefficients is proved to have an
important influence on the output signal-to-noise ratio (SNR) of the central oscillator in …

Photochemically coupled micro-oscillators are studied experimentally and computationally
in star networks to investigate the modes and mechanisms of synchronization. The micro …

Emergence is one of the most essential features of complex systems. This property implies
new collective behaviors due to the interaction and self-organization among elements in the …

We study the effect of network topology on the collective dynamics of an oscillator ensemble.
Specifically, we explore explosive synchronization in a system of interacting star networks …

We study the dynamical transition to the oscillatory state in a system of phase oscillators by
considering the coupling heterogeneity. The bifurcation mechanism of the oscillatory state in …

In this study, we investigate the ratchet transport behaviors of coupled Brownian motors with
stochastic interactions in the crowded environment, which is characterized by two …

In this paper, we investigate the structural robustness and optimization of leader-follower
coherence, quantified by the eigenvalues of the grounded Laplacian matrix, which …

This paper investigates synchronization, stability, and stochastic resonance in star-coupled
systems driven by multiplicative dichotomous noise and periodic forces. Firstly, conditions …

Coupled star networks coupled by hub nodes have attracted significant interest due to the
interplay between their coupling forms and dynamics. This paper introduces a novel family …