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Using the generalized Feynman path-integral method developed in the preceding paper, the polaron state at finite temperature in a weak magnetic field is investigated. The Landau zero-point energy and the diamagnetic susceptibility are calculated. The magnetic mass deduced from these coincides with the inertial mass which was calculated previously except for the case of the strong electron-phonon coupling at finite temperature.
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Motohiko Saitoh (1980) studied this question.
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