Add to ORKGWe consider the effect of a periodic perturbation on the bifurcation behavior of a system of differential equations. It is shown that periodic solutions are, in general, modified into quasiperiodic solutions. Different phenomena are encountered in resonance and near‐resonance conditions, leading in some cases to separation of solution branches and in other cases to new solution branches
AbstractThe existence of periodic solutions are studied for certain differential inclusions. Applica...
We consider the perturbed quasi-periodic dynamics of a family of reversible systems with normally 1:...
The trivial equilibrium of a nonlinear autonomous system with time delay may become unstable via a H...
We consider the effect of a periodic perturbation on the bifurcation behavior of a system of differe...
AbstractThe effects of periodic parametric perturbations on a system undergoing Hopf bifurcation are...
Abstract. Parametric excitations are capable of stabilizing an unstable state, but they can also des...
The paper is concerned with Hopf bifurcations in systems of autonomous ordi-nary differential equati...
In this paper, we study the effects of periodic perturbations on a smooth nonlinear system possessin...
This paper deals with 2π-periodic one parameter differential systems in the plane. Those systems all...
In this paper we study quasi-periodic Hopf bifurcations for the model problem of a quasi-periodicall...
AbstractTo discover qualitative changes of solutions of differential equations, one has to study the...
AbstractBifurcations of periodic solutions are studied for certain types of weakly perturbed partial...
summary:Chaos generated by the existence of Smale horseshoe is the well-known phenomenon in the theo...
This paper studies various Hopf bifurcations in the two-dimensional Poiseuille problem. For several ...
We study the problem of persistence of $T$-periodic solutions of the celebrated symmetric Euler top ...
AbstractThe existence of periodic solutions are studied for certain differential inclusions. Applica...
We consider the perturbed quasi-periodic dynamics of a family of reversible systems with normally 1:...
The trivial equilibrium of a nonlinear autonomous system with time delay may become unstable via a H...
We consider the effect of a periodic perturbation on the bifurcation behavior of a system of differe...
AbstractThe effects of periodic parametric perturbations on a system undergoing Hopf bifurcation are...
Abstract. Parametric excitations are capable of stabilizing an unstable state, but they can also des...
The paper is concerned with Hopf bifurcations in systems of autonomous ordi-nary differential equati...
In this paper, we study the effects of periodic perturbations on a smooth nonlinear system possessin...
This paper deals with 2π-periodic one parameter differential systems in the plane. Those systems all...
In this paper we study quasi-periodic Hopf bifurcations for the model problem of a quasi-periodicall...
AbstractTo discover qualitative changes of solutions of differential equations, one has to study the...
AbstractBifurcations of periodic solutions are studied for certain types of weakly perturbed partial...
summary:Chaos generated by the existence of Smale horseshoe is the well-known phenomenon in the theo...
This paper studies various Hopf bifurcations in the two-dimensional Poiseuille problem. For several ...
We study the problem of persistence of $T$-periodic solutions of the celebrated symmetric Euler top ...
AbstractThe existence of periodic solutions are studied for certain differential inclusions. Applica...
We consider the perturbed quasi-periodic dynamics of a family of reversible systems with normally 1:...
The trivial equilibrium of a nonlinear autonomous system with time delay may become unstable via a H...