Relativity and Cosmology

    

Mathematical Theory of Black Holes – Its Infinite Equivalence Class

Authors: Stephen J. Crothers

There exists an infinite equivalence class of solutions for the equations Rμν = 0, thereby constituting all admissible 'transformations of coordinates'. If any element of this infinite equivalence class cannot be extended to produce a black hole then none can be extended to a black hole, owing to equivalence. No such element can be extended to produce a black hole. Consequently, the mathematical theory of black holes violates the rules of pure mathematics.

Comments: 1 Page. This article was submitted on 2nd May 2016 to the 2016 International Symposium on Cosmology and Particle Astrophysics (COSPA), hosted at the University of Sydney, 28 Nov - 02 Dec 2016.

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Submission history

[v1] 2016-10-18 06:34:22

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