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Non-Associativity in the Clifford Bundle on the Parallelizable Torsion 7-Sphere

da Rocha, R; Traesel, MA; Vaz, J (Springer Basel AgBaselSuíça, 2012)

Geometria riemanniana e semi-riemanniana no fibrado de Clifford e aplicaçõesRiemannian and semi-riemannian geometry on Clifford fiber bundle and applications

Wainer, Samuel Augusto, 1989- ([s.n.], 2013)

Álgebras de Clifford e a fibração de HopfClifford algebras and the Hopf fibration

Mendes, Douglas, 1985- ([s.n.], 2012)

Diffeomorphism invariance and local Lorentz invariance

da Rocha, R; Rodrigues, WA (Birkhauser Verlag AgBaselSuíça, 2008)

Dirac-Hestenes spinor fields on Riemann-Cartan manifolds

Rodrigues, WA; deSouza, QAG; Vaz, J; Lounesto, P (Springer/plenum PublishersNew YorkEUA, 1996)

EQUIVALENCE OF DIRAC AND MAXWELL EQUATIONS AND QUANTUM-MECHANICS

VAZ, J; RODRIGUES, WA (Plenum Publ CorpNew York, 1993)

A Clifford Bundle Approach To The Wave Equation Of A Spin 1/2 Fermion In The De Sitter Manifold

Rodrigues; WA; Wainer; SA; Rivera-Tapia; M; Notte-Cuello; EA; Kondrashuk; I (SPRINGER BASEL AGBASEL, 2016)

A Clifford Bundle Approach To The Wave Equation Of A Spin 1/2 Fermion In The De Sitter Manifold

Rodrigues; W. A.; Jr.; Wainer; S. A.; Rivera-Tapia; M.; Notte-Cuello; E. A.; Kondrashuk; I. (Springer Basel AGBasel, 2016)

DIRAC AND MAXWELL EQUATIONS IN THE CLIFFORD AND SPIN-CLIFFORD BUNDLES

RODRIGUES, WA; DEOLIVEIRA, EC (Plenum Publ CorpNew York, 1990)

From electromagnetism to relativistic quantum mechanics

Rodrigues, WA; Vaz, J (Plenum Publ CorpNew YorkEUA, 1998)

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