By using variational methods, we study the existence and multiplicity of trajectories under a vectorial potential on (standard) stationary Lorentzian manifolds possibly with boundary
We review some results concerning the convexity of the boundary of a standard domain M = D × R cont...
Research project PRIN07 \Metodi Variazionali e Topologici nello Studio di Fenomeni Nonlineari".The a...
AbstractLet (M,〈·,·〉L) be a non-compact Lorentzian manifold. If the metric 〈·,·〉L is stationary and ...
By using variational methods, we study the existence and multiplicity of trajec-tories under a vecto...
Using global variational methods and coordinate free assumptions, we ob- tain existence and multipl...
Abstract. Using global variational methods and coordinate free assump-tions, we obtain existence and...
AbstractWe state a fundamental correspondence between geodesics on stationary spacetimes and the equ...
We state a fundamental correspondence between geodesics on stationary spacetimes and the equations ...
We study the periodic motions of a relativistic particle submitted to the action of an external pot...
This article presents existence and multiplicity results for orthogonal trajectories joining two sub...
Let M be a stationary manifold equipped with a Lorentz metric whose coefficients are unbounded. By u...
We prove an existence result for trajectories of classical particles accelerated by a potential and...
The aim of this note is to study the existence of normal trajectories joining two given submanifolds...
By variational methods, we study the motions of a relativistic particle under the action of an exte...
By variational methods, we study the motions of a relativistic particle under the action of an exter...
We review some results concerning the convexity of the boundary of a standard domain M = D × R cont...
Research project PRIN07 \Metodi Variazionali e Topologici nello Studio di Fenomeni Nonlineari".The a...
AbstractLet (M,〈·,·〉L) be a non-compact Lorentzian manifold. If the metric 〈·,·〉L is stationary and ...
By using variational methods, we study the existence and multiplicity of trajec-tories under a vecto...
Using global variational methods and coordinate free assumptions, we ob- tain existence and multipl...
Abstract. Using global variational methods and coordinate free assump-tions, we obtain existence and...
AbstractWe state a fundamental correspondence between geodesics on stationary spacetimes and the equ...
We state a fundamental correspondence between geodesics on stationary spacetimes and the equations ...
We study the periodic motions of a relativistic particle submitted to the action of an external pot...
This article presents existence and multiplicity results for orthogonal trajectories joining two sub...
Let M be a stationary manifold equipped with a Lorentz metric whose coefficients are unbounded. By u...
We prove an existence result for trajectories of classical particles accelerated by a potential and...
The aim of this note is to study the existence of normal trajectories joining two given submanifolds...
By variational methods, we study the motions of a relativistic particle under the action of an exte...
By variational methods, we study the motions of a relativistic particle under the action of an exter...
We review some results concerning the convexity of the boundary of a standard domain M = D × R cont...
Research project PRIN07 \Metodi Variazionali e Topologici nello Studio di Fenomeni Nonlineari".The a...
AbstractLet (M,〈·,·〉L) be a non-compact Lorentzian manifold. If the metric 〈·,·〉L is stationary and ...
DOI
Add to ORKG