Quasiclassical trajectory-coherent states of the Dirac operator with anomalous Pauli interaction

Full orthonormalized sets of asymptotic (at h→0) quasiclassical solutions of wave equations satisfying the following conditions of coherence: average quantum mechanical in functions of these sets for operators of coordinates and pulses within the limit at h→0 are solutions of classical equations of motion (Newton and Lorentz correspondingly), are constructed for the Dirac equations (with anomalous Pauli interaction) in an arbitrary electromagnetic field