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Redžić, Dragan V.

Author ID: redzic.dragan-v Recent zbMATH articles by "Redžić, Dragan V."
Published as: Redžić, D. V.; Redžić, Dragan V.; Redzic, Dragan V.; Redžıć, Dragan V.
Documents Indexed: 18 Publications since 2002
Co-Authors: 4 Co-Authors with 3 Joint Publications
5 Co-Co-Authors

Publications by Year

Citations contained in zbMATH Open

7 Publications have been cited 11 times in 7 Documents Cited by Year
Force exerted by a moving electric current on a stationary or co-moving charge: Maxwell’s theory versus relativistic electrodynamics. Zbl 1302.78007
Redžić, Dragan V.
4
2014
Faraday’s law via the magnetic vector potential. Zbl 1121.78308
Redzic, Dragan V.
2
2007
Maxwell’s inductions from Faraday’s induction law. Zbl 1384.78004
Redžić, D. V.
1
2018
Conductors moving in magnetic fields: approach to equilibrium. Zbl 1109.78304
Redžıć, Dragan V.
1
2004
A general gauge for the electromagnetic potentials and the continuity equation. Zbl 1351.78008
Redžić, D. V.
1
2016
Are Maxwell’s equations Lorentz-covariant? Zbl 1364.78008
Redžić, D. V.
1
2017
Comment on: “Maxwell’s equations and Lorentz transformations”. Zbl 1520.83005
Redžić, D. V.
1
2022
Comment on: “Maxwell’s equations and Lorentz transformations”. Zbl 1520.83005
Redžić, D. V.
1
2022
Maxwell’s inductions from Faraday’s induction law. Zbl 1384.78004
Redžić, D. V.
1
2018
Are Maxwell’s equations Lorentz-covariant? Zbl 1364.78008
Redžić, D. V.
1
2017
A general gauge for the electromagnetic potentials and the continuity equation. Zbl 1351.78008
Redžić, D. V.
1
2016
Force exerted by a moving electric current on a stationary or co-moving charge: Maxwell’s theory versus relativistic electrodynamics. Zbl 1302.78007
Redžić, Dragan V.
4
2014
Faraday’s law via the magnetic vector potential. Zbl 1121.78308
Redzic, Dragan V.
2
2007
Conductors moving in magnetic fields: approach to equilibrium. Zbl 1109.78304
Redžıć, Dragan V.
1
2004

Citations by Year