A Method for Finding Solutions of the Hermitian Theory of Relativity which Depend on Three Co-ordinates

TL;DR

This paper introduces a method to derive solutions of the Hermitian theory of relativity from existing solutions of the general theory of relativity that depend on three coordinates and are symmetric with respect to the fourth coordinate.

Contribution

It provides a novel technique to generate Hermitian relativity solutions using known general relativity solutions with specific symmetry properties.

Findings

Successfully generates Hermitian solutions from known general relativity solutions.

Applicable to solutions depending on three coordinates with reversal symmetry.

Expands the set of tools for solving Hermitian relativity equations.

Abstract

A method is presented, which can generate solutions of the Hermitian theory of relativity from known solutions of the general theory of relativity, when the latter depend on three co-ordinates and are invariant under reversal of the fourth one.