Solution of a Relativistic Three-Body Problem

Abstract

Starting from a relativistic s-wave scattering length model for the two particle input we construct an unambiguous, unitary solution of the relativistic three body problem given only the masses $m_a,m_b,m_c$ and the masses of the two body bound states ${\mu }_{bc},{\mu }_{ca},{\mu }_{ab}$.

The second revision of this paper is minor, pointing out that the theory presented here is not Hamiltonian quantum mechanics but has instead the dispersion-theoretic foundation discussed extensively in HPN, Phys. Rev. C26, 1858-1877 (1982)

References in corpus (2)

• Solution of a Relativistic Three-Body Problem
• A Short Introduction to Bit-String Physics

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