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Solutions of the Relativistic Two-Body Problem. II. Quantum Mechanics

JL Cook
25(2) pp.141 - 166


13 articles found in Crossref database.

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The geometric phase of a relativistically covariant four dimensional harmonic oscillator
Bachar Y, Arshansky R I, Horwitz L P, Aharonovich I
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Solutions of the quantum relativistic two-body bound state problem with invariant direct action potentials
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Physics Letters A. 1988 128(3-4). p.123
Quantum relativistic two-body bound states with invariant direct action potentials and the electromagnetic interaction
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Nuclear Physics B - Proceedings Supplements. 1989 6 p.275
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The Zeeman effect for the relativistic bound state
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Journal of Physics A: Mathematical and General. 1995 28(11). p.3289
Scattering theory in relativistic quantum mechanics
Horwitz L. P., Lavie Y.
Physical Review D. 1982 26(4). p.819
The quantum relativistic two-body bound state. I. The spectrum
Arshansky R., Horwitz L. P.
Journal of Mathematical Physics. 1989 30(1). p.66
Cosmological implications of the Gibbs ensemble in parametrized relativistic classical mechanics
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Physical Review A. 1988 37(10). p.3956
Review of invariant time formulations of relativistic quantum theories
Fanchi J. R.
Foundations of Physics. 1993 23(3). p.487
Second quantization of a covariant relativistic spacetime string in Steuckelberg–Horwitz–Piron theory
Suleymanov Michael, Horwitz Lawrence, Yahalom Asher
Frontiers of Physics. 2017 12(3).
Lorentz Invariant Berry Phase for a Perturbed Relativistic Four Dimensional Harmonic Oscillator
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Foundations of Physics. 2014 44(11). p.1156
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