A new time integrator for nonlinear Dirac equations delivers optimal first-order convergence in H^r for H^r solutions by avoiding classical loss-of-derivatives issues.
Bournaveas, Local well-posedness for a nonlinear Dirac equation in spaces of almost critical dimension, Discrete Contin
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Low-regularity integrators for nonlinear Dirac equations
A new time integrator for nonlinear Dirac equations delivers optimal first-order convergence in H^r for H^r solutions by avoiding classical loss-of-derivatives issues.