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On the Renormalization of Quantum Electrodynamics
Proceedings of the Physical Society. Section A, 1951The subtraction procedure of Dyson is modified in order to eliminate a certain difficulty in the renormalization programme, namely the so-called `b' divergencies. The conclusions of Dyson concerning the finiteness of the renormalized S matrix are confirmed.
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NONDIVERGENT STATISTICAL QUANTUM ELECTRODYNAMICS
International Journal of Bifurcation and Chaos, 2008Quantum space-time nonlocality, i.e. retardation of the interaction between an electron and its own radiation field at distances about the Compton wavelength, is established. By taking into account a finite variance of electron-coordinate increment in the intrinsic coordinate system, the radiative damping coefficient is obtained as a divergence-free ...
G. F. Efremov +2 more
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Reversibility of Quantum Electrodynamics
Physical Review, 1951The aim of this paper is to re-establish the reversibility of classical electrodynamics in terms of the "expectation values" given by quantum electrodynamics. The reversibility requirement combined with the charge conjugation necessitates that charged fields should obey certain types of statistics.
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Mathematical Proceedings of the Cambridge Philosophical Society, 1939
It is shown in this paper and the preceding one that two separate forms of theory can be developed in which a “finite size” is attributed to a charged particle by means of its interaction with the radiation field. The region attributed in this way to the particle is four dimensional and is determined in such a manner that the usual difficulties with ...
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It is shown in this paper and the preceding one that two separate forms of theory can be developed in which a “finite size” is attributed to a charged particle by means of its interaction with the radiation field. The region attributed in this way to the particle is four dimensional and is determined in such a manner that the usual difficulties with ...
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The current density in quantum electrodynamics
Il Nuovo Cimento, 1952The formulation of field theory given previously suggests an alternative expression for the current density in quantum electrodynamics. This expression is gauge-invariant and conserved and differs from the usual current density by the divergence of a tensor which vanishes in the absence of a field. Corresponding to this current is a new electromagnetic
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1992
Abstract Quantum electrodynamics, i.e. the relativistic quantum theory of the interactions between electrons and photons, is the physical theory with incomparably the most precise confirmation from experiment. We quote just one example, the anomalous magnetic moment of the electron.
Michel Le Bellac, G Barton
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Abstract Quantum electrodynamics, i.e. the relativistic quantum theory of the interactions between electrons and photons, is the physical theory with incomparably the most precise confirmation from experiment. We quote just one example, the anomalous magnetic moment of the electron.
Michel Le Bellac, G Barton
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Mesoscopic quantum electrodynamics
2015A new type of experiments combining microwave cavities and mesoscopic circuits gathering nanoconductors and fermionic reservoirs has recently appeared [1,2,3]. This mesoscopic Quantum Electrodynamics (QED) offers many new possibilities like for instance quantum computing schemes based on localized electronic spins, or a powerful photonic study of ...
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Implications of gauge freedom for nonrelativistic quantum electrodynamics
Reviews of Modern Physics, 2022Ahsan Nazir, Adam Stokes
exaly
Tree-level entanglement in quantum electrodynamics
Physical Review D, 2023Alessio Serafini, Samuel Fedida
exaly