Authors: Carlos Castro
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.
Comments: 13 Pages. Submitted to Advances in Applied Clifford Algebras
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