We consider the problem of finding T-periodic solutions for a differential system whose
vector field depend on a small parameter ε. An answer to this problem can be given using …

We consider the challenging problem of creating oscillations in underactuated mechanical
systems. Target oscillatory motions of the indirectly actuated degree of freedom of a …

We study the existence and linear stability of the zone boundary mode in a nonlinear
electrical lattice consisting of N inductors and N voltage-dependent capacitors with periodic …

The purpose of this paper is to propose some coefficient conditions, characterize the stability
of the periodic solutions bifurcated from zero-Hopf bifurcations of the general quadratic jerk …

Flapping-Wing Micro-Air-Vehicles (FWMAVs) are bio-inspired air vehicles that mimic insect
and bird flight. The dynamic behavior of these systems is typically described by a multi-body …

Existence and asymptotic stability of the periodic solutions of the Lipschitz system $
x'(t)=\varepsilon F (t, x,\varepsilon) $ is hereby studied via the averaging method. The …

Weakly coupled oscillators and topological degree Page 1 Bull. Sci. math. 131 (2007) 559–571
www.elsevier.com/locate/bulsci Weakly coupled oscillators and topological degree Michal …

The purpose of this paper is to propose some coefficient conditions, characterizing the
stability of periodic solutions bifurcated from zero-Hopf bifurcations of the general quadratic …