Abstract
We consider a beam of monocinetic free electrons flowing parallel to the Ox3 axis ; the beam will be uniformly distributed corresponding to a mathematical constant density ρ, and we suppose that this beam meets a uniform magnetic field H, parallel to Ox3, which is perpendicular to a plane (P) bounding the field H. We prove that the localization of these electrons is inconsistent with the Dirac equation and the electrons are extended in the space.
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