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A method is described for obtaining a class of unitary transformations that bring the Dirac Hamiltonian for the free electron into diagonal form which may be decoupled with respect to the positive and negative states of an appropriate Hermitian operator; the class includes those described recently by Weaver. The Dirac equation for an electron with an anomalous magnetic moment in a constant magnetic field is also diagonalized. The use of the even/odd concept to indicate the suitability of a Hamiltonian form for nonrelativistic/ultrarelativistic problems is questioned.
Physical Review D – American Physical Society (APS)
Published: Dec 15, 1976
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