Exact quantum-statistical dynamics of an oscillator with time-dependent frequency and generation of nonclassical states.
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Exact results on the time evolution of the density matrix and the Wigner function for an oscillator with time-dependent frequency are given. Explicit time dependence is given for the case of linear sweep of the restoring force. Such a sweep is shown to generate states of the oscillator with remarkable nonclassical properties such as squeezing and sub-Poissonian character. 1991 The American Physical Society.