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New embedding of Schwarzschild geometry. I. Exterior solution.
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Constructing the Gödel universe.
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New embedding of Schwarzschild geometry. II. Interior solution.
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Kerr geometry I. A flat Kerr-like model.
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Kerr geometry II. Preferred reference systems.
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Kerr geometry III. A first step to five dimensions.
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Gödelkosmos ohne Zeitreisen.
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Kerr geometry IV. Accelerated systems.
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Freely falling observers.
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Kerr geometry V. More on five dimensions.
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The onefold truth. |
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Kerr geometry VI. The surfaces. |
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Kerr geometry VII. A Kerr interior. |
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Kerr geometry VIII. Kerr interior surfaces. |
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Kerr geometry IX. The geometrical implementation of rotation. |
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Remarks on the de Sitter model.
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Zur Frage der Raumkrümmung.
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Reissner exterior and interior.
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Remarks on the Kruskal metric.
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Kerr geometry X. Covariant decomposition of the Kerr-Newman field equations.
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Gödel universe and shears.
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Kerr geometry XI. Kerr-Newman interior.
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Raumkrümmung (344 Seiten).
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Geometrical interpretation of the NUT metric.
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A NUT interior.
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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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Tidal forces and Schwarzschild field.
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Spacetime curvature (335 pages) |
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Free fall in the Schwarzschild field |
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Einstein's elevator |
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Free fall and time function |
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Fall time in the Schwarzschild field |
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