On the geometry of the Dirac matter with the Fermionic potentials and its quantum properties

Abstract

We consider the torsional completion of gravity with electrodynamics for Dirac matter fields; we will see that these Dirac matter field equations will develop torsionally-induced non-linear interactions, which can be manipulated in order to be rearranged in the form of self-fermion potentials of a specific structure: eventually we will see that these non-linear interactions result into dynamical effects that are formally equivalent to those due to the quantum corrections.

11 pages

References in corpus (3)

• Beyond Einstein-Cartan gravity: Quadratic torsion and curvature invariants with even and odd parity including all boundary terms
• On geometric relativistic foundations of matter field equations and plane wave solutions
• On Geometrically Unified Fields and Universal Constants

Cited by in corpus (4)

• A discussion on the most general torsion-gravity with electrodynamics for Dirac spinor matter fields
• Least-Order Torsion-Gravity for Dirac Fields, and their Non-Linearity terms
• Torsionally-gravitating charged matter fields and quanta
• A classical calculation of the leptonic magnetic moment