Tag Archives: Metric Theory of Gravitation

Algorithm for Describing Spherically Symmetric Metrics of a Gravitational Field ─ Using Space, Time & Angle Metric Components & Metric Coefficients

Posted on January 27, 2013 by superprincipia

Algorithm for Describing Spherically Symmetric Metrics of a Gravitational Field ─ Using Space, Time & Angle Metric Components & Metric Coefficients By Robert Louis Kemp Super Principia Mathematica The Rage to Master Conceptual & Mathematical Physics … Continue reading →

Posted in The General Theory of Relativity | Tagged Aether, Black Hole Event Horizon, Coordinate Singularity, Curved Space-time, Einstein Field Equation, Einstein Metric, Euclidean Geometry, Flat Space-time, General Relativity, Geodesic, Gravitational Field, Gravity, Metric Theory of Gravitation, Minkowski Metric, Non-Euclidean Geometry, Perfect Fluid Vacuum Energy, Physical Singularity, Schwarzschild Metric, Space-time Curvature, Special Relativity, Spherically Symmetric Metric | Leave a comment

Tag Archives: Metric Theory of Gravitation

Algorithm for Describing Spherically Symmetric Metrics of a Gravitational Field ─ Using Space, Time & Angle Metric Components & Metric Coefficients

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