Thomas Maier, Heinz Siedentop
Published 2011-09-26, updated 2012-06-05Version 2
Given a 2-dimensional no-pair Weyl operator with a point nucleus of charge Z, we show that a homogeneous magnetic field does not lower the critical charge beyond which it collapses.
Comments: J. Math. Phys. (in press)
Semi-classical limit of confined fermionic systems in homogeneous magnetic fields
On exact solutions of the Dirac equation in a homogeneous magnetic field in the Riemann spherical space
On the ordering of energy levels in homogeneous magnetic fields
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