Fermi-transported spinor and Dirac equation in general relativity

TL;DR

This paper explores a new way to transport Dirac spinors in curved spacetime using Fermi transport, proposing a generalized form of the Dirac equation in general relativity.

Contribution

It introduces a Fermi-transported spinor framework as a generalization of the traditional parallel transport in the Dirac equation within general relativity.

Findings

Fermi transport offers a new perspective on spinor behavior in curved spacetime

The paper discusses the structure of a generalized Dirac equation based on Fermi transport

Potential implications for understanding spinor dynamics in gravitational fields

Abstract

The Fermi transport of the Dirac spinor is considered as a generalization of the parallel transport of this spinor which was introduced by V. Fock and D. Ivanenko (1929). The possible structure of the new variant of the general-relativistic Dirac equation based on the Fermi transport is discussed.