# Generalization of the Dirac equation admitting isospin and color symmetries

@article{Keller1986GeneralizationOT, title={Generalization of the Dirac equation admitting isospin and color symmetries}, author={J. Keller}, journal={International Journal of Theoretical Physics}, year={1986}, volume={25}, pages={779-806} }

One possible generalization of the Dirac “square root” procedure∂μ∂μ=DdkDdis presented, based on the explicit introduction of chiral symmetry, which generates a set {d} of symmetry-constrained Dirac fieldsDdψd=0admitting isospin and color. A self-consistent discussion is given of the basic geometrical construction, the field equations, and their relationship to chiral symmetry, isospin, and color, and of the construction of the Lagrangian, including the interaction gauge fields. The… CONTINUE READING

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