No solutions exist for the Dirac equations in spherical symmetry when the spinor satisfies spacetime symmetries via the Lie derivative, as shown by polar re-formulation.
Introduction des paramètres relativistes de Cayley-Klein dans la représentation hydrodynamique de l’équation de Dirac
2 Pith papers cite this work. Polarity classification is still indexing.
2
Pith papers citing it
fields
math-ph 2years
2026 2verdicts
UNVERDICTED 2representative citing papers
Exact analytic solutions to the nonlinear Dirac equation display ring singularities for NJL nonlinearity and shell singularities for Soler nonlinearity, each of Compton length scale.
citing papers explorer
-
A note on spinor fields in spherical symmetry
No solutions exist for the Dirac equations in spherical symmetry when the spinor satisfies spacetime symmetries via the Lie derivative, as shown by polar re-formulation.
-
Analytic exact solutions to the nonlinear Dirac equation
Exact analytic solutions to the nonlinear Dirac equation display ring singularities for NJL nonlinearity and shell singularities for Soler nonlinearity, each of Compton length scale.