# Complex Geometry and Dirac Equation

@article{Leo1998ComplexGA,
title={Complex Geometry and Dirac Equation},
author={S. Leo and W. Rodrigues and J. Vaz},
journal={International Journal of Theoretical Physics},
year={1998},
volume={37},
pages={2415-2431}
}
• Published 1998
• Physics
• International Journal of Theoretical Physics
• AbstractComplex geometry represents a fundamentalingredient in the formulation of the Dirac equation bythe Clifford algebra. The choice of appropriate complexgeometries is strictly related to the geometricinterpretation of the complex imaginary unit $$i = \sqrt { - 1}$$ . We discuss two possibilities which appearin the multivector algebra approach: theσ123 and σ21 complexgeometries. Our formalism provides a set of rules which allows an immediate translation between thecomplex standard Dirac… CONTINUE READING
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