Journal of Electromagnetic Analysis and Applications

Journal of Electromagnetic Analysis and Applications

ISSN Print: 1942-0730
ISSN Online: 1942-0749
www.scirp.org/journal/jemaa
E-mail: jemaa@scirp.org
"Electromagnetic Gauges and Maxwell Lagrangians Applied to the Determination of Curvature in the Space-Time and their Applications"
written by Francisco Bulnes,
published by Journal of Electromagnetic Analysis and Applications, Vol.4 No.6, 2012
has been cited by the following article(s):
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[2] Detector of Torsion as Field Observable and Applications
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[3] Kinematic-Energy Measurements of the Torsion Tensor in Space-Time
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[4] Baryongenesis until dark matter: H-particles proliferation
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[5] Local Diffeomorphisms and Smooth Embeddings to Gravitational Field II: Spherical Symmetry and Their Breaking in the Space-Time
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[6] Detection and Measurement of Quantum Gravity by a Curvature Energy Sensor: H-States of Curvature Energy
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[7] Curvature Energy and Their Spectrum in the Spinor-Twistor Framework: Torsion as Indicium of Gravitational Waves
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[8] Scientific Research
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[9] Integral Geometry Methods in the Geometrical Langlands Program
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[10] Electromagnetic waves in conformal actions of the group SU (2, 2) on a dimensional flat model of the space-time
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[11] Dx-Schemes and Jets in Conformal Gravity Using Integral Transforms
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[12] International Journal of Mathematical Research
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[13] Mathematical Electrodynamics: Groups, Cohomology Classes, Unitary Representations, Orbits and Integral Transforms in Electro-Physics
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[14] Torsion Matter and their Corresponding Dirac Equations on Neutrinos and Matter/anti-Matter Asymmetries (Part II: gravitation insights)
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[15] Quantized 6-Flat Maxwell Fields
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[16] Torsion Matter and their Corresponding Dirac Equations on Neutrinos and Matter/anti-Matter Asymmetries (Part I: scattering difference between Neutrinos/anti-Neutrinos)
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[17] Design of quantum gravity sensor by curvature energy and their encoding
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[18] Energy-Time: Topological Quantum Diffeomorphisms in Field Theory
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[19] Framework of Penrose Transforms on DP-Modules to the Electromagnetic Carpet of the Space-Time from the Moduli Stacks Perspective
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[20] A Lie-QED-Algebra and Their Fermionic Fock Space in the Superconducting Phenomena
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[21] Torsion Matter and their Corresponding Dirac Equations on Neutrinos and Matter/anti-Matter Asymmetries (Part I: scattering difference between Neutrinos …
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[22] Geometrical Langlands Ramifications and Differential Operators Classification by Coherent D-Modules in Field Theory
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[23] Penrose Transform on Induced DG/H-Modules and Their Moduli Stacks in the Field Theory
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[24] Design and Development of an Electronic Sensor to Detect and Measure Curvature of Spaces Using Curvature Energy
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[25] Path Integrals for Photons: The Framework for the Electrodynamics Carpet of the Space-Time
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[26] Measurements of Quantum Curvature: New measurements of Curvature Based in Concepts of Gravitational Waves Measured by Electromagnetic Waves (I)
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