C. Castro: Generalizations of Schwarzschild and (Anti) de Sitter Metrics in Clifford Spaces


Carlos Castro, Generalizations of Schwarzschild and (Anti) de Sitter Metrics in Clifford Spaces, 13 Pages, Submitted to Advances in Applied Clifford Algebras. Dowload preprint (PDF): http://vixra.org/abs/1612.0001

Abstract: After a very brief introduction to generalized gravity in Clifford spaces ($C$-spaces), generalized metric solutions to the $C$-space gravitational field equations are found, and inspired from the (Anti) de Sitter metric solutions to Einstein’s field equations with a cosmological constant in ordinary spacetimes. $C$-space analogs of static spherically symmetric metrics solutions are constructed. Concluding remarks are devoted to a thorough discussion about Areal metrics, Kawaguchi-Finsler Geometry, Strings, and plausible novel physical implications of $C$-space Relativity theory.

Source: Email from Carlos Castro, 02 Dec. 2016, perelmanc_AT_hotmail.com, http://vixra.org/abs/1612.0001

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