James Lindesay

Howard University 
Elementary Particles and High Energy Physics, Nuclear Physics
"James Lindesay"


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Henry Pierre Noyes grad student 1981 Stanford
 (Minimal relativistic three-particle equations.)
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Lindesay J, Noyes HP. (2005) Construction of non-perturbative, unitary particle - Antiparticle amplitudes for finite particle number scattering formalisms Foundations of Physics. 35: 699-741
Lindesay J, Pierre Noyes H. (2004) Nonperturbative, unitary quantum-particle scattering amplitudes from three-particle equations Foundations of Physics. 34: 1573-1606
Alfred M, Kwizera P, Lindesay JV, et al. (2004) A nonperturbative, finite particle number approach to relativistic scattering theory Foundations of Physics. 34: 581-616
Alfred M, Lindesay J. (2003) A test of the calculability of a three-body relativistic, cluster decomposable, unitary, covariant scattering theory Foundations of Physics. 33: 1253-1264
Gill TL, Zachary WW, Lindesay J. (2001) The classical electron problem Foundations of Physics. 31: 1299-1355
Gill TL, Zachary WW, Lindesay J. (1998) Canonical proper-time formulation of relativistic particle dynamics. II International Journal of Theoretical Physics. 37: 2573-2613
Gill TL, Zachary WW, Lindesay J. (1997) Proper-Time Classical Electrodynamics Foundations of Physics Letters. 10: 547-562
Gill T, Lindesay J. (1993) Canonical proper time formulation of relativistic particle dynamics International Journal of Theoretical Physics. 32: 2087-2098
Lindesay JV, Markevich AJ, Noyes HP, et al. (1986) Self-consistent, Poincaré-invariant and unitary three-particle scattering theory. Physical Review D: Particles and Fields. 33: 2339-2349
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