Ralph G Beil: Difference between revisions
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| name = Ralph G. Beil | | name = Ralph G. Beil | ||
| alt = Ralph G. Beil | | alt = Ralph G. Beil | ||
| birth_date = {{birth | | birth_date = {{birth year and age|1938}} | ||
| residence = Marshall, TX, United States | | residence = Marshall, TX, United States | ||
| nationality = USA | | nationality = USA | ||
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[[Category:Scientist|Beil Ralph]] | [[Category:Scientist|Beil Ralph]] | ||
[[Category:Worldwide List of Dissident Scientists]] | |||
Revision as of 16:31, 20 July 2026
Ralph G. Beil | |
|---|---|
| Born | 1938 (age 87–88) |
| Residence | Marshall, TX, United States |
| Nationality | USA |
Articles * R. G. Beil, ??New Class of Finsler Metrics, International Journal of Theoretical Physics 26, 189 (1987).
- R. G. Beil, ??Electrodynamics from a Metric, International Journal of Theoretical Physics 26, 189 (1987).
- R. G. Beil, Int. J. Theor. Phys. 28, 659 (1989).
- R. G. Beil, ?The Extended Classical Charged Particle I,? Foundations of Physics, V19, N3, p. 319-338 (1989).
- R. G. Beil, ?Natural Gauges for Classical Charged Particles,? International Journal of Theoretical Physics, V30, N12, pp. 1663-1670 (Dec 1991).
- R. G. Beil, ??Finsler Gauge Transformations and General Relativity, Int. J. Theor. Phys. 31, 1025 (1992).
- R. G. Beil, ?Finsler and Kaluza?Klein Gauge Theories,? International Journal of Theoretical Physics 32, 1021 (1993).
- R. G. Beil, ?The Extended Classical Charged Particle II,? Foundations of Physics, V23, N12, p. 1587-1600 (1993).
- R. G. Beil, ??Moving Frame Transport and Gauge Transformations, Foundations of Physics 25, 717 (1995).
- R. G. Beil, ??Poincare Transport of Frames, Foundations of Physics 25, 1577 (1995).
- R. G. Beil, ??Comparison of Unified Field Theories, Tensor, N. S. 56, 175 (1995).
- R. G. Beil, ??Finsler Geometry and a Unified Field Theory, in Finsler Geometry, D. Bao, S. S. Chern, and Z. Shen, eds. (American Mathematical Society, Providence, 1996).
- R. G. Beil, ??Notes on a New Finsler Metric Function, Balkan J. Geom. 2, 1 (1997).
- R. G. Beil, ??Electroweak Symmetry on the Tangent Bundle, International Journal of Theoretical Physics 40, 591 (2001).
- R. G. Beil, ?Finsler Geometry and Relativistic Field Theory,?Foundations of Physics, V33, N7, p. 1107-1127 (2003).