Postulational approach to schwarzschild’s exterior solution with application to a class of interior solutions

Keywords

Schwarzschild radius, Schwarzschild metric, Circular symmetry, Deriving the Schwarzschild solution, Schwarzschild geodesics

References

• Die Grundlage der allgemeinen RelativitätstheorieAlbert Einstein — 1916
• Die Grundlage der allgemeinen RelativitätstheorieA. Einstein, Zugangsinformation

Cited by

• Maximum Force Derived from Special Relativity, the Equivalence Principle and the Inverse Square LawRichard Benish — 2012
• Novel Consequences of a New Derivation of Maximum Force in Agreement with General Relativity's F_max = C^4/4GRichard Benish — 2014
• Trajectoires et Impasses de la Solution de SchwarzschildJean Eisenstaedt — 1987
• Classroom reconstruction of the Schwarzschild metricKlaus Kassner — 2015
• Snell’s law and the gravitational deflection of a photonF. R. Tangherlini — 1971
• Black hole remnants due to Planck-length deformed QFTAlain R. P. Dirkes, Michael Maziashvili, Zurab K. Silagadze — 2013
• Source of the Schwarzschild fieldF. R. Tangherlini — 1965
• Black holes: A historical perspectiveWalter J. Wild — 1987
• The clock paradox in general relativityE. H. Boyer — 1964
• Light travel times around a closed UniverseF. R. Tangherlini — 1994
• How to obtain the Schwarzschild metric before Einstein's field equationsKlaus Kassner — 2016
• Gravitational Clock: Near Space Proof-of-Concept Prior to Deep Space Measurement of G-Part IRichard Benish — 2016
• A Physics-First Approach to the Schwarzschild MetricKlaus Kassner — 2016
• RELATIVISTIC GRAVITY AND THE ORIGIN OF INERTIA AND INERTIAL MASSKostas Tsarouchas — 2017
• World ModelsDavid Ha, Jürgen Schmidhuber — 2018
• Reduction of a family of metric gravitiesKlaus Kassner — 2019
• Geometrization of Newtonian DynamicsYaakov Friedman, Tzvi Scarr — 2019
• Towards exterior/interior correspondence of black-holesC. Avilés-Niebla, P. A. Nieto-Marín, J. A. Nieto — 2020
• A pr 2 01 9 Reduction of a family of metric gravities With highlights on conservation laws in metric formulations , consistency before dynamics , and a fresh view on the unity of Newtonian and Einsteinian gravityK. Kassner — 2019
• Contribution to the History of Einstein’s Geometry as a Branch of PhysicsE. Guth — 1970

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