Physical Applications of a Generalized Clifford Calculus ∗ ( Papapetrou equations and metamorphic curvature )

@inproceedings{Pezzaglia1997PhysicalAO,
  title={Physical Applications of a Generalized Clifford Calculus ∗ ( Papapetrou equations and metamorphic curvature )},
  author={William M. Pezzaglia},
  year={1997}
}
  • William M. Pezzaglia
  • Published 1997
A generalized Clifford manifold is proposed in which there are coordinates not only for the basis vector generators, but for each element of the Clifford group, including the identity scalar. These new quantities are physically interpreted to represent internal structure of matter (e.g. classical or quantum spin). The generalized Dirac operator must now include differentiation with respect to these higher order geometric coordinates. In a Riemann space, where the magnitude and rank of geometric… CONTINUE READING
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Local automorphism invariance : Gauge boson mass without a Higgs particle ’

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