An eight-component formalism is proposed for the relativistic two-fermion problem. In QED, it extends the applicability of the Dirac equation with hyperfine interaction to the positronium case. The use of exact relativistic two-body kinematics entails a CP-invariant spectrum which is symmetric in the total cms energy. It allows the extension of recent \alpha^6 recoil corrections to the positronium case, and implies new recoil corrections to the fine and hyperfine structures and to the Bethe logarithm
We have shown in a previous paper that the Dirac bispinor can vary like a four-vector and that Quant...
We report the implementation of effective quantum electrodynamics (QED) potentials for all-electron ...
We use Dirac's constraint dynamics to obtain a Hamiltonian formulation of the relativistic N-body pr...
Two-Body Dirac equations of constraint dynamics provide a covariant framework to investigate the pro...
A relativistic equation is proposed for the bound state of two particles, which is in accord with th...
The relativistic two-body potentials of constraint theory for systems composed of two spin-0 or two ...
A non-covariant but approximately relativistic two-body wave equation (Breit equation) describing th...
It is generally acknowledged that the inclusion of relativistic effects is crucial for the theoretic...
The transition probabilities for the components of both the Balmer and Lyman $\alpha$-lines of hydro...
A quantum mechanical equation H Psi = E Psi is composed of three components, viz., Hamiltonian H, wa...
The second-quantized Dirac Hamiltonian for free electrons is transformed by a canonical transformati...
The detailed consideration of the relativistic canonical quantum-mechanical model of an arbitrary →s...
New relativistic Coulomb-like threshold resummation S- and L-factors in quantum chromodynamics are o...
Für lokale Wechselwirkungen zwischen asymptotisch freien Teilchen bietet die QED eine äußerst exakte...
The relativistic fermion-antifermion bound state vector potential of constraint theory is calculated...
We have shown in a previous paper that the Dirac bispinor can vary like a four-vector and that Quant...
We report the implementation of effective quantum electrodynamics (QED) potentials for all-electron ...
We use Dirac's constraint dynamics to obtain a Hamiltonian formulation of the relativistic N-body pr...
Two-Body Dirac equations of constraint dynamics provide a covariant framework to investigate the pro...
A relativistic equation is proposed for the bound state of two particles, which is in accord with th...
The relativistic two-body potentials of constraint theory for systems composed of two spin-0 or two ...
A non-covariant but approximately relativistic two-body wave equation (Breit equation) describing th...
It is generally acknowledged that the inclusion of relativistic effects is crucial for the theoretic...
The transition probabilities for the components of both the Balmer and Lyman $\alpha$-lines of hydro...
A quantum mechanical equation H Psi = E Psi is composed of three components, viz., Hamiltonian H, wa...
The second-quantized Dirac Hamiltonian for free electrons is transformed by a canonical transformati...
The detailed consideration of the relativistic canonical quantum-mechanical model of an arbitrary →s...
New relativistic Coulomb-like threshold resummation S- and L-factors in quantum chromodynamics are o...
Für lokale Wechselwirkungen zwischen asymptotisch freien Teilchen bietet die QED eine äußerst exakte...
The relativistic fermion-antifermion bound state vector potential of constraint theory is calculated...
We have shown in a previous paper that the Dirac bispinor can vary like a four-vector and that Quant...
We report the implementation of effective quantum electrodynamics (QED) potentials for all-electron ...
We use Dirac's constraint dynamics to obtain a Hamiltonian formulation of the relativistic N-body pr...