By means of a minimax argument, we prove the existence of at least one heteroclinic solution to a scalar equation of the kind x''=a(t)V'(x), where V is a double well potential, 0<l<=a(t)<=L, a(t) converges to l as |t| diverges and the ratio L/l is suitably bounded from above
It is well known that under appropriate conditions on a double well potential, the associated Hamilt...
We study the existence of heteroclinics connecting the two equilibria ±1 of the third order differen...
In this note we consider the action functional (Formula presented.) where W is a double well potenti...
By means of a minimax argument, we prove the existence of at least one heteroclinic solution to a sc...
By means of a continuation argument, we prove the existence of at least one increasing heteroclinic ...
We study the differential equation ¨x(t) = a(t)V\u27 (x(t)), where V is a double-well potential with ...
We study the existence of at least one increasing heteroclinic solution to a scalar equation of the ...
We recall conditions for the existence of heteroclinics connecting the points -1 and 1 for a non-aut...
We prove the existence of monotone heteroclinic solutions to a scalar equation of the kind u″=a(t)V′...
We prove the existence of heteroclinic solutions of the prescribed curva\-ture equation \begin{eq...
We investigate new conditions for the existence of heteroclinic solutions of a non-autonomous equati...
Hüls T, Zou Y. ON COMPUTING HETEROCLINIC TRAJECTORIES OF NON-AUTONOMOUS MAPS. Discrete and Continuou...
In this paper we consider the second order discontinuous equation in the real line, (φ(a(t)u′(t)))...
Consider the system of equations $$ -\ddot{q} = a(t)V'(q). $$ The main goal of this paper is to pr...
This paper studies a Hamiltonian system possessing a double well potential for which the existence o...
It is well known that under appropriate conditions on a double well potential, the associated Hamilt...
We study the existence of heteroclinics connecting the two equilibria ±1 of the third order differen...
In this note we consider the action functional (Formula presented.) where W is a double well potenti...
By means of a minimax argument, we prove the existence of at least one heteroclinic solution to a sc...
By means of a continuation argument, we prove the existence of at least one increasing heteroclinic ...
We study the differential equation ¨x(t) = a(t)V\u27 (x(t)), where V is a double-well potential with ...
We study the existence of at least one increasing heteroclinic solution to a scalar equation of the ...
We recall conditions for the existence of heteroclinics connecting the points -1 and 1 for a non-aut...
We prove the existence of monotone heteroclinic solutions to a scalar equation of the kind u″=a(t)V′...
We prove the existence of heteroclinic solutions of the prescribed curva\-ture equation \begin{eq...
We investigate new conditions for the existence of heteroclinic solutions of a non-autonomous equati...
Hüls T, Zou Y. ON COMPUTING HETEROCLINIC TRAJECTORIES OF NON-AUTONOMOUS MAPS. Discrete and Continuou...
In this paper we consider the second order discontinuous equation in the real line, (φ(a(t)u′(t)))...
Consider the system of equations $$ -\ddot{q} = a(t)V'(q). $$ The main goal of this paper is to pr...
This paper studies a Hamiltonian system possessing a double well potential for which the existence o...
It is well known that under appropriate conditions on a double well potential, the associated Hamilt...
We study the existence of heteroclinics connecting the two equilibria ±1 of the third order differen...
In this note we consider the action functional (Formula presented.) where W is a double well potenti...
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