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Synchrotron radiation in an P-odd (2 + 1)-dimensional electrodynamics
In this paper we develop the theory of synchrotron radiation in P-odd two-dimensional electrodynamics based on the quantum theory of radiation and the solution of the Dirac equation in a constant magnetic field in (2 þ 1)-dimensional space-time. Exact analytical expressions for the partial probabilities of the process obtained for the first time both in the case of a massive and massless charged fermion. Asymptotic formulas obtained for the spectral distribution and total radiation power of a relativistic massive fermion in the quasiquantum and ultraquantum limits. The spectral distribution and total power of the synchrotron radiation of a massless charged fermion calculated in the limiting case of large values of the principal quantum number of the initial and final states of the fermion