In this paper we use a variational approach in order to prove the geodesic connectedness of some Gödel type spacetimes; moreover direct methods allow to prove the geodesic connectedness of the Gödel Universe. At last a result of geodesic completeness is given
AbstractA new technique for the study of geodesic connectedness in a class of Lorentzian manifolds i...
Conferencia especializadaDuring the past years there has been a considerable amount of research rela...
Geodesics become an essential element of the geometry of a semi-Riemannian manifold. In fact, their ...
In this paper we use a variational approach in order to prove the geodesic connectedness of some Göd...
AbstractIn this paper we use a variational approach in order to prove the geodesic connectedness of ...
A suitable variational principle allows to study both the geodesic connectedness and the existence o...
The aim of this paper is to review and complete the study of geodesics on Gödel type spacetimes init...
The aim of this paper is to review and complete the study of geodesics on Gödel type spacetimes init...
Aim of this paper is to give a full variational approach for the geodesic connectedness of a wide fa...
Aim of this paper is to give a full variational approach for the geodesic connectedness of a wide fa...
In this note we reduce the problem of geodesic connectedness in a wide class of Godel type spacetime...
In this note we reduce the problem of geodesic connectedness in a wide class of Godel type spacetime...
In the last fifteen years variational methods have been widely applied in the study of geodesic conn...
In the last fifteen years variational methods have been widely applied in the study of geodesic conn...
AbstractIn this paper we use a variational approach in order to prove the geodesic connectedness of ...
AbstractA new technique for the study of geodesic connectedness in a class of Lorentzian manifolds i...
Conferencia especializadaDuring the past years there has been a considerable amount of research rela...
Geodesics become an essential element of the geometry of a semi-Riemannian manifold. In fact, their ...
In this paper we use a variational approach in order to prove the geodesic connectedness of some Göd...
AbstractIn this paper we use a variational approach in order to prove the geodesic connectedness of ...
A suitable variational principle allows to study both the geodesic connectedness and the existence o...
The aim of this paper is to review and complete the study of geodesics on Gödel type spacetimes init...
The aim of this paper is to review and complete the study of geodesics on Gödel type spacetimes init...
Aim of this paper is to give a full variational approach for the geodesic connectedness of a wide fa...
Aim of this paper is to give a full variational approach for the geodesic connectedness of a wide fa...
In this note we reduce the problem of geodesic connectedness in a wide class of Godel type spacetime...
In this note we reduce the problem of geodesic connectedness in a wide class of Godel type spacetime...
In the last fifteen years variational methods have been widely applied in the study of geodesic conn...
In the last fifteen years variational methods have been widely applied in the study of geodesic conn...
AbstractIn this paper we use a variational approach in order to prove the geodesic connectedness of ...
AbstractA new technique for the study of geodesic connectedness in a class of Lorentzian manifolds i...
Conferencia especializadaDuring the past years there has been a considerable amount of research rela...
Geodesics become an essential element of the geometry of a semi-Riemannian manifold. In fact, their ...
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