Classical theory of the interaction between a spinor field and the gravitational field - First-order field equations

Physics

Scientific paper

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Field Theory (Physics), Gravitational Fields, Spinor Groups, Dirac Equation, Formalism, Stress Tensors

Scientific paper

The classical theory of the interaction between a Majorana spinor (psi) describing a neutral spin-1/2 field and a gravitational field is studied. A vierbein and a local connection are used as independent field variables for the gravitational field, and a set of field equations for the interaction with psi is presented in first-order form. These equations are shown to provide a novel version of the first-order formalism, in which the global affinity comes out symmetric in mu and nu, and Einstein's equations with a conserved symmetric stress tensor on the right side emerge directly from the field equation of the vierbein. The manner in which a conserved symmetric stress tensor emerges is analyzed.

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