DOIAbstract
AbstractWe study M˜-semi-static homoclinic orbits to Aubry sets in positive definite Lagrangian systems
AbstractWe study M˜-semi-static homoclinic orbits to Aubry sets in positive definite Lagrangian systems
summary:This paper concerns the global structure of planar systems. It is shown that if a positively...
summary:This paper concerns the global structure of planar systems. It is shown that if a positively...
AbstractThis paper gives a direct, short and unified proof of Rabinowitz's Theorem, Grossinho–Minhós...
AbstractWe study M˜-semi-static homoclinic orbits to Aubry sets in positive definite Lagrangian syst...
AbstractIn this paper, we study the problem of homoclinic orbits to Aubry sets for time-periodic pos...
AbstractIf the Aubry set A˜(c) satisfies some topological hypothesis, such as H1(M×T,A(c),R)≠0, then...
AbstractIn this paper, we study the problem of homoclinic orbits to Aubry sets for time-periodic pos...
AbstractWe show that there are infinitely many periodic orbits in any neighborhood of an isolated M˜...
AbstractLet L be a C∞ convex superlinear Lagrangian on a closed manifold M. We show that if the numb...
AbstractIn this work we study the existence of homoclinic orbits of the planar system of Liénard typ...
AbstractIn this paper we prove the existence and multiplicity of homoclinic orbits for first order H...
Let L be a C∞ convex superlinear Lagrangian on a closed manifold M . We show that if the number of ...
AbstractWe consider a Hamiltonian system ü+∇V(u)=0 where the potentialV:RN\S→Rhas a unique strict gl...
AbstractBy using the Mountain Pass Theorem and the Symmetric Mountain Pass Theorem, we establish som...
The goal of this thesis is the study of homoclinic orbits in conservative systems (area-preserving m...
summary:This paper concerns the global structure of planar systems. It is shown that if a positively...
summary:This paper concerns the global structure of planar systems. It is shown that if a positively...
AbstractThis paper gives a direct, short and unified proof of Rabinowitz's Theorem, Grossinho–Minhós...
AbstractWe study M˜-semi-static homoclinic orbits to Aubry sets in positive definite Lagrangian syst...
AbstractIn this paper, we study the problem of homoclinic orbits to Aubry sets for time-periodic pos...
AbstractIf the Aubry set A˜(c) satisfies some topological hypothesis, such as H1(M×T,A(c),R)≠0, then...
AbstractIn this paper, we study the problem of homoclinic orbits to Aubry sets for time-periodic pos...
AbstractWe show that there are infinitely many periodic orbits in any neighborhood of an isolated M˜...
AbstractLet L be a C∞ convex superlinear Lagrangian on a closed manifold M. We show that if the numb...
AbstractIn this work we study the existence of homoclinic orbits of the planar system of Liénard typ...
AbstractIn this paper we prove the existence and multiplicity of homoclinic orbits for first order H...
Let L be a C∞ convex superlinear Lagrangian on a closed manifold M . We show that if the number of ...
AbstractWe consider a Hamiltonian system ü+∇V(u)=0 where the potentialV:RN\S→Rhas a unique strict gl...
AbstractBy using the Mountain Pass Theorem and the Symmetric Mountain Pass Theorem, we establish som...
The goal of this thesis is the study of homoclinic orbits in conservative systems (area-preserving m...
summary:This paper concerns the global structure of planar systems. It is shown that if a positively...
summary:This paper concerns the global structure of planar systems. It is shown that if a positively...
AbstractThis paper gives a direct, short and unified proof of Rabinowitz's Theorem, Grossinho–Minhós...
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