Quantum Physics

    

Generalization of the Dirac Equation using Geometric Algebra

Authors: Jesús Sánchez

In this paper, we will calculate a generalization of the Dirac Equation using Geometric Algebra Cl3,0. Apart from the partial derivatives with respect to position and time, also partial derivatives regarding orientation (or angular momentum) will appear.The reason that these new partial derivatives have not been considered before is probably because their value is very small or directly zero or because they represent an oscillatory movement or value which mean value is zero. Meaning they can influence in local effects (helicoidal movement, rotations etc.) but not in the mean trajectory of the particles.

Comments: 10 Pages.

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Submission history

[v1] 2022-11-05 16:35:49
[v2] 2022-11-12 05:29:01

Unique-IP document downloads: 377 times

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