Pages that link to "Item:Q2352941"

The following pages link to Maxwell-Lorentz electrodynamics revisited via the Lagrangian formalism and Feynman proper time paradigm (Q2352941):

Displaying 8 items.

• Cornelius Lanczos's derivation of the usual action integral of classical electrodynamics (Q816151) (← links)
• The analysis of Lagrangian and Hamiltonian properties of the classical relativistic electrodynamics models and their quantization (Q975384) (← links)
• The relativistic electrodynamics least action principles revisited: new charged point particle and hadronic string models analysis (Q975740) (← links)
• A discrete geometry: Speculations on a new framework for classical electrodynamics (Q1117486) (← links)
• The classical Abraham-Lorentz electron mass theory analysis. I: The Amper law aspects revisiting (Q2818915) (← links)
• Retardation and relativity: Derivation of Lorentz–Einstein transformations from retarded integrals for electric and magnetic fields (Q3088841) (← links)
• Travelling waves and a fruitful ‘time’ reparametrization in relativistic electrodynamics (Q5373943) (← links)
• Complex symmetric formulation of Maxwell equations for fields and potentials (Q6161986) (← links)