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Numerical results on photon redistribution and Bose condensation in strongly magnetized plasmas.

We calculate the time evolution of a distribution function for a photon gas interacting with free electrons in a strong magnetic field. Numerical solutions of the kinetic equation are presented including the possibility of a Bose condensation if absorption processes are neglected; the structure of the final equilibrium solution is discussed. Only if the average photon energy is above the cyclotron energy does the photon redistribution show a completely different dependence compared to the nonmagnetic case, due to the resonant scattering process.