Equivalence of Dirac and Maxwell equations and quantum mechanics
@article{Vaz1993EquivalenceOD, title={Equivalence of Dirac and Maxwell equations and quantum mechanics}, author={J. Vaz and W. Rodrigues}, journal={International Journal of Theoretical Physics}, year={1993}, volume={32}, pages={945-959} }
In this paper we present an analysis of the possible equivalence of Dirac and Maxwell equations using the Clifford bundle formalism and compare it with Campolattaro's approach, which uses the traditional tensor calculus and the standard Dirac covariant spinor field. We show that Campolattaro's intricate calculations can be proved in few lines in our formalism. We briefly discuss the implications of our findings for the interpretation of quantum mechanics.
38 Citations
A unified theory for construction of arbitrary speeds (0 ≤ v < ∞) solutions of the relativistic wave equations
- Mathematics, Physics
- 1996
- 14
- PDF
Deriving Electromagnetic Fields From the Spinor Solution of the Massless Dirac Equation
- Physics
- IEEE Transactions on Microwave Theory and Techniques
- 2009
- 6
References
SHOWING 1-10 OF 20 REFERENCES
Generalized maxwell equations and quantum mechanics. I. Dirac equation for the free electron
- Physics
- 1990
- 34