Raumkrümmung. (772 Seiten) |
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Spacetime curvature. (680 pages) |
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Anholonomy and gravitation. |
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Covariant variational principle in the theory of gravitation. |
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Coordinate systems, reference systems, Black Holes, ECOs, and cosmological problems. |
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Karl Schwarzschild and what happened with his work. |
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New embedding of Schwarzschild geometry. I. Exterior solution. |
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New embedding of Schwarzschild geometry. II. Interior solution. |
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Reissner exterior and
interior. |
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A new interpretation of the
Kruskal metric. |
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Remarks on the Kruskal
metric. |
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Freely falling observers.
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Wormholes and isotropic
co-ordinates. |
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Remarks on the complete
Schwarzschild solution. |
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Interior Schwarzschild
solution and free fall. |
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Lemaître transformation of the interior Schwarzschild metric. |
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Tidal forces and
Schwarzschild field. |
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Free fall in the
Schwarzschild field |
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Fall time in the Schwarzschild field |
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Einstein's elevator |
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Free fall and time function
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Field equations for Einstein's elevator
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Schwarzschild geometry, once more
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Linking conditions for models with geometrical basis
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Black hole metric is massless
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Constructing the Gödel universe. |
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Gödelkosmos ohne Zeitreisen.
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Remarks on the de Sitter
model. |
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Zur Frage
der Raumkrümmung. |
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Gödel universe and shears.
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Transformations in de Sitter and Lanczos models I. |
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Transformations in de Sitter and Lanczos models II. |
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Transformations in de Sitter and Lanczos models III. |
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The curvature parameters in gravitational models. |
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Remarks on the cosmological model of Milne. |
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Local and global flatness in cosmology. |
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Melia's Rh=ct model is by no means flat. |
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Comments on the use of the Flatness Theorem by Melia. |
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Flat or not flat, this is the question. |
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Dark matter without matter. |
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Generalization of the de Sitter cosmos. |
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Einstein’s elevator in cosmology. |
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Subluminal and superluminal universes. |
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Hybrid cosmological models. |
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Subluminal cosmology. |
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Equipping the model of Melia with curvature. |
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Geometry and cosmology. |
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