In a simple nonlinear quantum-dynamical system, described by a two-resonance Hamiltonian, we show that the extension of the wave function in Hilbert space, as parameters of the system are varied, is caused by the overlapping of higher-order nonlinear quantum resonances and is therefore associated with the local destruction of quantum numbers which appears to result from this overlap.
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L. E. Reichl (1989) studied this question.
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