Nuclear Physics B · 1972 · 24 citations · 7 references
Natural SciencesPhysicsNuclear PhysicsQuantum MechanicsTheoretical PhysicsQuantum Field TheoryRelativistic ElectrodynamicsRelativistic MechanicsRelativistic PhysicsRelativistic Quantum MechanicsDeuteron StructureRelativistic Heavy-ion CollisionsRelativistic Wave Equations
Using ideas contained in papers by Blankenbecler and Sugar, and Gross, a practical theory of the relativistic deuteron wave function is developed. The correspondence with the non-relativistic wave function is made. The normalization condition and relativistic wave equation is derived. Negative energy contributions are emphasized.
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Relativistic Quantum Mechanics
N. Kemmer · Physics Bulletin · 1965 · 3.2K citations
<i>Relativistic Quantum Mechanics</i>
James D. Bjorken, Sidney D. Drell, J. E. Mansfield · Physics Today · 1965 · 2.9K citations
Three-Dimensional Covariant Integral Equations for Low-Energy Systems
Franz Gross · Physical Review · 1969 · 444 citations
Bound States and Dispersion Relations
R. Blankenbecler, L. F. Cook · Physical Review · 1960 · 177 citations