The quantum mechanics of noninteracting electrons is studied in a nonintegrable elliptic billiard with a uniform magnetic field applied perpendicularly. We make an attempt to establish a connection between chaotic dynamics and macroscopic quantum observables. For small two-dimensional systems, a remarkable reduction and large fluctuations of the diamagnetic susceptibility are found in the corresponding classically chaotic region.
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Nakamura et al. (1988) studied this question.
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