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New Way to Interpret the Dirac Equation in a Non-Riemannian Manifold.

机译:解非Dimanmann流形中Dirac方程的新方法。

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摘要

The idea of internal mass terms is shown not be an appropriate hypothesis when it is placed in connection with the components of the generalized (matrix) vierbeins being proportional to the Riemannian (gravitational) vierbeins. It would result in an undesirable canceling of the Electromagnetic and the Yang-Mills components in the generalized metric. Another hypothesis is introduced where the wave function (psi) is Taylor expanded in a small parameter p.

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