Two-Body Dirac Equations for Relativistic Bound States of Quantum Field Theory
Horace W. Crater (UTSI), Peter Van Alstine

TL;DR
This paper reviews the Two-Body Dirac Equations derived from constraint dynamics, highlighting their advantages and relation to quantum field theory in solving relativistic two-body bound-state problems.
Contribution
It presents a comprehensive review of the Two-Body Dirac Equations approach, emphasizing features that distinguish it from other methods and its connection to quantum field theory.
Findings
Highlights the effectiveness of Two-Body Dirac Equations in relativistic bound states
Identifies key features crucial for the success of the formulation
Connects the approach to older formulations and quantum field theory
Abstract
We review a little-known treatment of the relativistic two-body bound-state problem - that provided by Two-Body Dirac Equations obtained from constraint dynamics. We describe some of its more important results, its relation to older formulations and to quantum field theory. We list a number of features crucial for the success of such a formulation, many of which are missing from other methods; we show how the treatment provided by Two-Body Dirac Equations encompasses each of them.
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Taxonomy
TopicsBlack Holes and Theoretical Physics · Quantum Chromodynamics and Particle Interactions · Noncommutative and Quantum Gravity Theories
