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has been cited by the following article:

• TITLE: Relativistic Gauge Invariant Wave Equation of the Electron-Neutrino

  AUTHORS: Claude Daviau, Jacques Bertrand

  KEYWORDS: Invariance Group, Dirac Equation, Weak Interactions, Gauge Invariance, Electron, Neutrino, Clifford Algebras, Magnetic Monopole

  JOURNAL NAME: Journal of Modern Physics, Vol.5 No.11, June 30, 2014

  ABSTRACT: With the right and the left waves of an electron, plus the left wave of its neutrino, we write the tensorial densities coming from all associations of these three spinors. We recover the wave equation of the electro-weak theory. A new non linear mass term comes out. The wave equation is form invariant, then relativistic invariant, and it is gauge invariant under the U(1)×SU(2), Lie group of electro-weak interactions. The invariant form of the wave equation has the Lagrangian density as real scalar part. One of the real equations equivalent to the invariant form is the law of conservation of the total current.