THE DYNAMICAL ORIGIN OF THE MASSIVE GRAVITON AND DECOUPLING OF TORSION

When a direction vector is attached to a space-time point, we may really express it as a spin.opposite orientations of the vector produce opposite helicities, which indicate states of spin up and down.Discreteness embedded in the space-time manifold 4 M gives rise to a lattice where Lorentz symmetry is broken due to the noncommutativity of space-time coordinates, resulting in an anisotropic space.But when the noncommutativity parameter falls to the usual symplectic matrix, space-time and torsion are no longer connected, and general relativity realizes gravity with two additional degrees of freedom: a scalar field and a heavy graviton.The condition is similar to spin-charge separation of Yang-Mills gauge fields in the low energy domain.

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Publication Details

Published
2024-08-31
DOI
https://doi.org/10.71058/jodac.v8i10020
Primary Topic
Cosmology and Gravitation Theories
Type
article
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article

THE DYNAMICAL ORIGIN OF THE MASSIVE GRAVITON AND DECOUPLING OF TORSION

Subhamoy Singha Roy
Cosmology and Gravitation Theories
article

THE DYNAMICAL ORIGIN OF THE MASSIVE GRAVITON AND DECOUPLING OF TORSION

Subhamoy Singha Roy
article en

Abstract

When a direction vector is attached to a space-time point, we may really express it as a spin.opposite orientations of the vector produce opposite helicities, which indicate states of spin up and down.Discreteness embedded in the space-time manifold 4 M gives rise to a lattice where Lorentz symmetry is broken due to the noncommutativity of space-time coordinates, resulting in an anisotropic space.But when the noncommutativity parameter falls to the usual symplectic matrix, space-time and torsion are no longer connected, and general relativity realizes gravity with two additional degrees of freedom: a scalar field and a heavy graviton.The condition is similar to spin-charge separation of Yang-Mills gauge fields in the low energy domain.

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THE DYNAMICAL ORIGIN OF THE MASSIVE GRAVITON AND DECOUPLING OF TORSION — Subhamoy Singha Roy · (2024) | TGRS Research Map | TGRS