Physics formalism Helmholtz matrix to Coulomb gage
R Iyer - 2021 - preprints.org
Abstract Iyer Markoulakis Helmholtz Hamiltonian mechanics formalisms mathematically
modeled physics with vortex rotational fields acting with gradient fields, typically in zero …
modeled physics with vortex rotational fields acting with gradient fields, typically in zero …
[PDF][PDF] Physics formalism Helmholtz Iyer Markoulakis Hamiltonian mechanics metrics towards electromagnetic gravitational Hilbert Coulomb gauge string metrics
R Iyer - Physical Sciences and Biophysics Journal, 2021 - researchgate.net
Abstract Iyer Markoulakis Helmholtz Hamiltonian metrics have been gauged to Coulombic
Hilbert metrics, representing Gilbertian and Amperian natures of electromagnetic fields from …
Hilbert metrics, representing Gilbertian and Amperian natures of electromagnetic fields from …
The quantum-optics Hamiltonian in the Multipolar gauge
E Rousseau, D Felbacq - Scientific reports, 2017 - nature.com
This article deals with the fundamental problem of light-matter interaction in the quantum
theory. Although it is described through the vector potential in quantum electrodynamics, it is …
theory. Although it is described through the vector potential in quantum electrodynamics, it is …
Englert–Brout–Higgs–Guralnik–Hagen–kibble Mechanism (History)
TWB Kibble - International Journal of Modern Physics A, 2009 - World Scientific
ENGLERT–BROUT–HIGGS–GURALNIK–HAGEN–KIBBLE MECHANISM (HISTORY) Page 1
January 5, 2010 10:58 WSPC/139-IJMPA 04813 International Journal of Modern Physics A …
January 5, 2010 10:58 WSPC/139-IJMPA 04813 International Journal of Modern Physics A …
Faddeev–popov ghosts
LD Faddeev - International Journal of Modern Physics A, 2010 - World Scientific
In the terminology of theoretical physics, the term" ghost" is used to identify an object that
has no real physical meaning. The name" Faddeev–Popov ghosts" is given to the fictitious …
has no real physical meaning. The name" Faddeev–Popov ghosts" is given to the fictitious …
Generalization of Faddeev–Popov rules in Yang–Mills theories: BRST symmetries
A Reshetnyak - International Journal of Modern Physics A, 2018 - World Scientific
The Faddeev–Popov rules for a local and Poincaré-covariant Lagrangian quantization of a
gauge theory with gauge group are generalized to the case of an invariance of the …
gauge theory with gauge group are generalized to the case of an invariance of the …
Demystifying the Lagrangians of special relativity
G Wagner, MW Guthrie - arxiv preprint arxiv:2108.07786, 2021 - arxiv.org
Special relativity beyond its basic treatment can be inaccessible, in particular because
introductory physics courses typically view special relativity as decontextualized from the …
introductory physics courses typically view special relativity as decontextualized from the …
[PDF][PDF] A supersymmetric approach to the Gribov problem within an instanton field configuration
D Jost - 2023 - static.uni-graz.at
In non-Abelian gauge theories it is necessary to fix a gauge in order to calculate gauge
dependant quantities. Beyond perturbation theory this is however no longer possible since …
dependant quantities. Beyond perturbation theory this is however no longer possible since …
[PDF][PDF] The quantum-optics hamiltonian in the Multipolar gauge–Supplementary Materials
E Rousseau, D Felbacq - hal.science
In this Supplementary Materials we detail the calculations useful to derive the quantum
hamiltonian in the Poincaré (or multipolar) gauge. The commutation rules in this gauge are …
hamiltonian in the Poincaré (or multipolar) gauge. The commutation rules in this gauge are …
From Slavnov—Taylor Identities to the Renormalization of Gauge Theories
J Zinn-Justin - Proceedings of the Steklov Institute of Mathematics, 2020 - Springer
An important, and highly non-trivial, problem is proving the renormalizability and unitarity of
quantized non-Abelian gauge theories. Lee and Zinn-Justin have given the first proof of the …
quantized non-Abelian gauge theories. Lee and Zinn-Justin have given the first proof of the …