T. Regge, John Wheeler
Abstract
It is shown that a Schwarzschild singularity, spherically symmetrical and endowed with mass, will undergo small vibrations about the spherical form and will therefore remain stable if subjected to a small nonspherical perturbation.
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It is shown that a Schwarzschild singularity, spherically symmetrical and endowed with mass, will undergo small vibrations about the spherical form and will therefore remain stable if subjected to a small nonspherical perturbation.
Key concepts: Schwarzschild radius, Singularity, Deriving the Schwarzschild solution, Schwarzschild metric, Physics, Classical mechanics, Perturbation (astronomy), Schwarzschild geodesics