Clifford Algebra, Geometry and Physics

Author:

PavŠiČ M.

Publisher

Springer Netherlands

Reference30 articles.

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3. Horwitz, L.P. and Piron, C. (1973) Relativistic dynamics, Helvetica Physica Acta 46, 316–326; Horwitz, L.P. and Rohrlich, F. (1981) Constrained relativistic quantum dynamics, Physical Review D 24, 1528-1542; Horwitz, L.P., Arshansky, R.I. and Elitzur, A.C. (1988) On the two aspects of time: the distinction and its implications, Foundations of Physics 18, 1159-1193; Arshansky, R., Horwitz, L.P. and Lavie, Y. (1983) Particles vs. events: the concatenated structure of world lines in relativistic quantum mechanics, Foundations of Physics 13, 1167-1194; Horwitz, L.P. (1983) On relativistic quantum theory, in A. van der Merwe (ed.), Old and New Questions in Physics, Cosmology, Philosophy and Theoretical Biology, Plenum Publishing Company, New York, pp. 169-188; Horwitz, L.P. and Lavie, Y. (1982) Scattering in relativistic quantum mechanics, Physical Review D 26, 819-838; Droz-Vincent, P. (1988) Proper time and evolution in quantum mechanics, Physics Letters A 134, 147-151; Burakovsky, L., Horwitz, L.P. and Schieve, W.C. (1996) New relativistic high-temperature Bose-Einstein-condensation, Physical Review D 54, 4029-4038; Horwitz, L.P., Schieve, W.C. and Piron, C. (1981) Gibbs ensemble in relativistic classical and quantum mechanics, Annals of Physics 137, 306-340; Fanchi, J.R. (1979) A generalized quantum field theory, Physical Review D 20, 3108-3119; see also the review Fanchi, J.R. (1993) Review of invariant time formulations of relativistic quantum theories, Foundations of Physics 23, 487-548, and many references therein; Fanchi, J.R. (1993) Parametrized Relativistic Quantum Theory, Kluwer Academic Publishers, Dordrecht; Enatsu, H. (1963) Relativistic Hamiltonian formalism in quantum field theory and micro-noncausality, Progress of Theoretical Physics 30, 236-264; Reuse, F. (1979) On classical and quantum relativistic dynamics, Foundations of Physics 9, 865-882: Kyprianidis, A. (1987) Scalar time parametrization of relativistic quantum mechanics: the covariant Schrödinger formalism, Physics Reports 155, 1-27; Kubo, R. (1985) Nuovo Cimento A 85, 293-309; Mensky, M.B. (1976) Relativistic quantum theory without quantized fields, Communications in Mathematical Physics 47, 97-108; Hannibal, L. (1991) First quantization of mass and charge, International Journal of Theoretical Physics 30, 1445-1459; Gaioli, F.H. and Garcia-Alvarez, E.T. (1994) The problem of time in parametrized theories, General Relativity and Gravitation 26, 1267-1275.

4. Pavšič, M. (1991) On the interpretation of the relativistic quantum mechanics with invariant evolution parameter, Foundations of Physics 21, 1005–1019; Pavsic, M. (1991) Relativistic quantum mechanics and quantum field theory with invariant evolution parameter, Nuovo Cimento A 104, 1337-1354; Pavšič, M. (1993) The role of the invariant evolution parameter in relativistic particles and strings, Doga, Turkish Journal of Physics 17, 768-784.

5. 1. Pezzaglia, W.M., Jr. (1997) Physical applications of a generalized Clifford calculus: Papapetrou equations and metamorphic curvature, gr-qc/9710027

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1. Some Applications of Clifford Algebra in Geometry;Structure Topology and Symplectic Geometry;2021-04-07

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