In this article we study the existence and positions of limit cycles in piecewise smooth perturbations of planar Hamiltonian centers. By using the regularization method we provide an analytical expression for the first order Melnikov function frequently used in the literature directly from the original non-smooth problem
In this paper we outline some methods of finding limit cycles for planar autonomous systems with sma...
This thesis gives a detailed discussion of Melnikov's method, which is an analytical tool to study ...
Agraïments: Supported by a FAPESP-BRAZIL grant 2012/10231-7.We provide sufficient conditions for the...
In this paper, we study limit cycle bifurcations for a kind of non-smooth polynomial differential sy...
In this paper we develop an arbitrary order Melnikov function to study limit cycles bifurcating from...
In this paper we develop an arbitrary order Melnikov function to study limit cycles bifurcating from...
AbstractWe investigate a general near-Hamiltonian system on the plane whose unperturbed system has a...
This paper is devoted to the analysis of bifurcations of limit cycles in planar polynomial near-Hami...
Abstract: We provide sufficient conditions for the existence of limit cycles of non-smooth perturbed...
AbstractIn this paper, we first study the analytical property of the first Melnikov function for gen...
Neste trabalho, o objetivo principal é estudar o número máximo de ciclos limite, H(m, n), de um sist...
AbstractThe first-order Melnikov function of a homoclinic loop through a nilpotent saddle for genera...
AbstractIn this paper we study the number of limit cycles appearing in Hopf bifurcations of piecewis...
AbstractWe investigate the maximal number of limit cycles which appear under perturbations in Hopf b...
In this work we are concerned with the problem of shape and period of isolated periodic solutions of...
In this paper we outline some methods of finding limit cycles for planar autonomous systems with sma...
This thesis gives a detailed discussion of Melnikov's method, which is an analytical tool to study ...
Agraïments: Supported by a FAPESP-BRAZIL grant 2012/10231-7.We provide sufficient conditions for the...
In this paper, we study limit cycle bifurcations for a kind of non-smooth polynomial differential sy...
In this paper we develop an arbitrary order Melnikov function to study limit cycles bifurcating from...
In this paper we develop an arbitrary order Melnikov function to study limit cycles bifurcating from...
AbstractWe investigate a general near-Hamiltonian system on the plane whose unperturbed system has a...
This paper is devoted to the analysis of bifurcations of limit cycles in planar polynomial near-Hami...
Abstract: We provide sufficient conditions for the existence of limit cycles of non-smooth perturbed...
AbstractIn this paper, we first study the analytical property of the first Melnikov function for gen...
Neste trabalho, o objetivo principal é estudar o número máximo de ciclos limite, H(m, n), de um sist...
AbstractThe first-order Melnikov function of a homoclinic loop through a nilpotent saddle for genera...
AbstractIn this paper we study the number of limit cycles appearing in Hopf bifurcations of piecewis...
AbstractWe investigate the maximal number of limit cycles which appear under perturbations in Hopf b...
In this work we are concerned with the problem of shape and period of isolated periodic solutions of...
In this paper we outline some methods of finding limit cycles for planar autonomous systems with sma...
This thesis gives a detailed discussion of Melnikov's method, which is an analytical tool to study ...
Agraïments: Supported by a FAPESP-BRAZIL grant 2012/10231-7.We provide sufficient conditions for the...