Normal geodesics in stationary Lorentzian manifolds with unbounded coefficients

Anna María Candela, Addolorata Salvatore

Type: Article

Publication Date: 2002-11-04

Citations: 10

DOI: https://doi.org/10.1016/s0393-0440(02)00060-8

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Locations

Journal of Geometry and Physics - View

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+	Geodesic connectedness of stationary spacetimes with optimal growth	2005	Rossella Bartolo Anna María Candela José Luis Flores
+ PDF Chat	Global hyperbolicity and Palais–Smale condition for action functionals in stationary spacetimes	2008	Anna María Candela José Luis Flores Miguel Sánchez
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+	Lightlike rays in stationary spacetimes with critical growth	2007	Valeria Luisi
+	Normal trajectories in stationary spacetimes under the action of an external field with quadratic asymptotic behavior	2008	Rossella Bartolo Anna María Candela
+	Normal trajectories in stationary spacetimes with critical asymptotic behavior	2008	Rossella Bartolo Anna María Candela
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Works Cited by This (16)

Action	Title	Year	Authors
+	On the Geometry of Generalized Robertson-Walker Spacetimes: Geodesics	1998	Miguel Sánchez
+ PDF Chat	Condition $(C)$ for the energy integral on certain path spaces and applications to the theory of geodesics	1973	Karsten Grove
+	A relative category and applications to critical point theory for strongly indefinite functionals	1990	Andrzej Szulkin
+	Existence and multiplicity of normal geodesics in Lorentzian manifolds	2000	Anna María Candela Antonio Masiello Addolorata Salvatore
+	The Large Scale Structure of Space-Time	1973	S. W. Hawking George Ellis
+ PDF Chat	On the geodesic connectedeness of Lorentzian manifolds	1994	Vieri Benci Donato Fortunato Antonio Masiello
+	Relative category, products and coproducts	1994	Edward Fadell Sufian Y. Husseini
+	Morse theory on Hilbert manifolds	1963	Richard S. Palais
+	On the Existence of Infinitely Many Geodesics on Space-Time Manifolds	1994	Vieri Benci Donato Fortunato
+	Multiple Critical Points for Indefinite Functionals and Applications	1999	Anna María Candela Fabio Giannoni Antonio Masiello