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We perform a path-integral calculation of the ground state energy of a bipolaron confined to two dimensions and which is placed in a perpendicular magnetic field. The present calculation is valid for arbitrary magnetic field strength, arbitrary strength of the repulsion between the electrons, and arbitrary electron-phonon coupling constant. We find that the bipolaron exhibits (1) a discontinuous transition from the polaronic state to the bipolaronic state and (2) a transition from the dressed (bi)polaron state to the (bi)polaron stripped state. These three transitions depend on the magnetic field and the strength of the repulsion between the electrons.
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Costa et al. (1998) studied this question.
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