8 Spinor grand unification

Details 8 Spinor grand unification 8 Spinor grand unification

Feb 2001

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=2001aipc..555..571c&link_type=abstract

Cosmology and Particle Physics: CAPP 2000. AIP Conference Proceedings, Volume 555, pp. 571-574 (2001).

Physics

Gravity In More Than Four Dimensions, Kaluza-Klein Theory, Unified Field Theories, Alternative Theories Of Gravity

Scientific paper

Each null 1-form is a tensor product of 2 spinor fields. 8 spinor fields are needed to build a natural (conformally invariant) 4-form: <ξ+,fsigma->, <ξ-,fsigma+>, <χ+,ɛ->, and <χ-,ɛ+>.¿ From these 8 we construct a topological Lagrangian Lg that is invariant under the Einstein (E) group [1]-Sachs' [2] global extension of the Poincaré group to a curved spacetime. Electroweak, strong, and gravitational curvatures and actions emerge from Lg in the geometrical optics (g.o.) regime. Inside the singular loci DJ, where spin waves cross, their nonlinear mode couplings are governed by the Dirac equations. Combinations and recombinations of the 8 seem to account for the particles and their reactions. .

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