Corpus ID: 7370612

Zero Range Scattering Theory Ii. Minimal Relativistic Three-particle Equations and the Efimov Effect*

@inproceedings{Noyes1986ZeroRS,
  title={Zero Range Scattering Theory Ii. Minimal Relativistic Three-particle Equations and the Efimov Effect*},
  author={H. Noyes},
  year={1986}
}
We present numerical results obtained from a minimal relativistic model for three distinguishable particles of equal mass driven by a single bound or virtual state for each pair, which is a relativistic generalization of the zero range non-relativistic two particle scattering length model. In contrast to the non-relativistic case, the relativistic kinematics makes the three body equations converge to unique, unitary results. When the binding energy or virtual energy of the two body driving term… Expand
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References

SHOWING 1-5 OF 5 REFERENCES
Self-consistent, Poincaré-invariant and unitary three-particle scattering theory.
  • 12
  • PDF
Phys
  • Rev. Lett. 23, 1201 (1969) and Bulletin of the American Physical Society 16, 20 (1971). See also articles in Three Body . Problem in Nuclear and Particle Physics, J. S. C. McKee and P. M. Rolph, eds., (North Holland, Amsterdam,
  • 1970