Ozsváth–Schücking metric
The Ozsváth–Schücking metric, or the Ozsváth–Schücking solution, is a vacuum solution of the Einstein field equations. The metric was published by István Ozsváth and Engelbert Schücking in 1962. It is noteworthy among vacuum solutions for being the first known solution that is stationary, globally defined, and singularity-free but nevertheless not isometric to the Minkowski metric. This stands in contradiction to a claimed strong Mach principle, which would forbid a vacuum solution from being anything but Minkowski without singularities, where the singularities are to be construed as mass as in the Schwarzschild metric.
Index of physics articles (O)Ozsvath-Schucking metricOzsvath-Schuecking metricOzsvath–Schucking metricOzsváth-Schücking metricOzvath-Schucking metricOzvath-Schuecking meticOzvath-Schueecking meticOzvath–Schucking metricOzváth-Schücking metricOzváth-Schüecking meticOzváth–Schücking metricTimeline of gravitational physics and relativityVacuum solution (general relativity)
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Ozsváth–Schücking metric
The Ozsváth–Schücking metric, or the Ozsváth–Schücking solution, is a vacuum solution of the Einstein field equations. The metric was published by István Ozsváth and Engelbert Schücking in 1962. It is noteworthy among vacuum solutions for being the first known solution that is stationary, globally defined, and singularity-free but nevertheless not isometric to the Minkowski metric. This stands in contradiction to a claimed strong Mach principle, which would forbid a vacuum solution from being anything but Minkowski without singularities, where the singularities are to be construed as mass as in the Schwarzschild metric.
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The Ozsváth–Schücking metric, ...... xample of a pp-wave spacetime.
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The Ozsváth–Schücking metric, ...... s in the Schwarzschild metric.
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Ozsváth–Schücking metric
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