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| | I.D. Vagner, Yu.A. Bychkov, A.M. Dyugaev, T. Maniv, A. Rozhavskii, P. Wyder: Hyperfine Interactions in Quantum Hall and ... (Site not responding. Last check: 2007-10-31) |
 | | In two-dimensional electron systems under strong magnetic fields the contact hyperfine interaction, resulting in the simultaneous spin flip of the nuclear and the electron spins (flip-flop), is severely restricted by energy conservation, since the electron spin splitting is orders of magnitudes larger than the nuclear one. |
 | | The hyperfine field, caused by the nonequilibrium nuclear spin population [61], breaks the spin symmetry of charged carriers. |
 | | Under the topologically nontrivial spatial nuclear spin distribution the hyperfine field produces an adiabatically slow time variation of the Berry phase of the electron wave function, analogous to one which emerges in standard ABE in textured mesoscopic rings [64,65] and in Aharonov-Casher effect [66]. |
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