A Test of the Calculability of a Three Body Relativistic, Cluster Decomposable, Unitary, Covariant Scattering Theory

Details A Test of the Calculability of a Three Body Relativistic, Cluster Decomposable, Unitary, Covariant Scattering Theory A Test of the Calculability of a Three Body Relativistic, Cluster Decomposable, Unitary, Covariant Scattering Theory

2003-08-04

arxiv.org/abs/nucl-th/0308011v1

Found.Phys. 33 (2003) 1253-1264

Physics

Nuclear Physics

Nuclear Theory

Accepted for publication in Foundations of Physics, Vol 33 No 8

Scientific paper

In this work a calculation of the cluster decomposable formalism for relativistic scattering as developed by Lindesay, Markevich, Noyes, and Pastrana (LMNP) is made for an ultra-light quantum model. After highlighting areas of the theory vital for calculation, a description is made of the process to go from the general theory to an eigen-integral equation for bound state problems, and calculability is demonstrated. An ultra-light quantum exchange model is then developed to examine calculability.

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