Relativity and Cosmology

    

Distributional Schwarzschild Geometry from Nonsmooth Regularization Via Horizon

Authors: Jaykov Foukzon

In this paper we leave the neighborhood of the singularity at the origin and turn to the singularity at the horizon.Using nonlinear super distributional geometry and super generalized functions it seems possible to show that the horizon singularity is not only a coordinate singularity without leaving Schwarzschild coordinates.However the Tolman formula for the total energy E of a static and asymptotically flat spacetime,gives E=m, as it should be.

Comments: 34 Pages.

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Submission history

[v1] 2015-05-04 14:41:54

Unique-IP document downloads: 400 times

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