signature=56a9254aeffaa6d204364e94bf40f18e,Complex Lorentz rotations on vectors⊕pseudovectors

[1]

Hestenes D. “Space-Time Algebra”, Gordon & Breach, New York 1966

[2]

Hestenes D. “New Foundations for Classical Mechanics”, Kluwer, Dordrecht, 1990 (1986)

[3]

Jancewicz B., “Multivectors and Clifford Algebra in Electrodynamics”, World Scientific, Singapore, 1988

[4]

Baylis W. E. (editor), “Clifford (Geometric) Algebras”, Birkhäuser, Boston 1996

[5]

Baylis W. E., “Electrodynamics: a Modern Geometrical Approach”, Birkhäuser, Boston 1999

[6]

Bayro-Corrochano E. J., G. Sobczyk (editors) “Geometric Algebra with Applications in Science and Engineering”, Birkhäuser, Boston 2001

[7]

Porteous I. R., “Clifford Algebras and the Classical Groups”, Cambridge Univ. Press, 1995

[8]

Hestenes D., Local observables in the Dirac Theory,J. Math. Phys.

14 (1973) 893–905

[9]

Hestenes D., Observables, operators, and complex numbers in the Dirac Theory,J. Math. Phys.

16 (1975) 556–572

[10]

Boudet R., Conservation laws in the Dirac theory,J. Math. Phys.

26 (1985) 718–724

[11]

Hestenes D., The Zitterbewegung Interpretation of Quantum Mechanics,Found. Phys.

20 (1990) 1213–1232

[12]

Parra J. M., On Dirac and Dirac-Darwin-Hestenes equations “Proceedings of the Second International Conference on Clifford Algebras and Their Applications to Physics”, A. Micali, R. Boudet, J. Helmstetter (editors), Kluwer, Dordrecht/Boston 1992, 463–477

[13]

Sobczyk G., Plebanski Classification of the Tensor of Matter,Acta Physica Polonica,B11, 6 (1981)

[14]

Cahen M., R. Debever, L. Defrise, A Complex Vectorial Formalism in General Relativity,J. Math. & Mech.

16 (1967) pp 761–785

[15]

Petrov A. Z., “Einstein Spaces”, Pergamon Press, Oxford 1969, pp 49–55, 88–131

[16]

Thorpe J. A., Curvature and the Petrov Canonical Forms,J. Math. Phys.

17 (1) (1969) 1–7

[17]

Sobczyk G., Space-time algebra approach to curvature,J. Math. Phys.

22 (1981) 333–342

[18]

Pozo J. M., J. M. Parra, The Intrinsic Structure of the Petrov Classification, “Proceedings of the XXIII Spanish Relativity Meeting (ERE2000) on Reference Frames and Gravitomagnetism”, World Scientific, Singapore 2001

[19]

Ashtekar A., “Lectures on Non-Perturbative Canonical Gravity”, World Scientific, Singapore 1991

[20]

Miralles D., J. M. Parra, J. Vaz Jr., Signature Change and Clifford Algebras,Int. J. Th. Phys.

40 (2001) 229–242

[21]

Kähler E., Der innere Differentialkalkül,Rendiconti di Matematica et delle sue Applicazioni (Roma)

21 (1962) 425–523

[22]

Graf W., Differential forms as spinors,Ann. Inst. H. Poincaré, A29 (1978) 85–109

[23]

Hestenes D., G. Sobczyk “Clifford Algebra to Geometric Calculus”, D. Reidel Publishing Company, 1985

[24]

Lounesto P., “Clifford Algebras and Spinors”, Cambridge Univ. Press, 1997

[25]

Riesz M., “Clifford Numbers and Spinors” (The Inst. for Fluid Dynamics and Applied Math., Lecture Series38) Univ. of Maryland, University Park 1958 (Reprinted as facsimile by Kluwer, 1993, E. F. Bolinder, P. Lounesto (editors))

[26]

Coll B., F. San José, On the commutator of two 2-forms in Minkowski spacetime,J. Math. Phys.

36 (1995) 4350–4362

[27]

Atiyah M. F., R. Bott, A. Shapiro, Clifford Modules,Topology

3 suppl. 1 (1964) 3–38; (Reprinted inMichael Atiyah: Collected Works Vol. 2, Clarendon Press, Oxford 1988, pp 301–336)

[28]

Cayley A., Recherches sur les déterminants gauches,J. reine und angewandte Mathematik

50 (1855) 299–313;Collected Works, article 137, pp 202–215


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