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- W2030907582 abstract "We investigate the spectral statistics of chaotic quasi one dimensional systems such as long wires. To do so we represent the spectral correlation function $R(epsilon)$ through derivatives of a generating function and semiclassically approximate the latter in terms of periodic orbits. In contrast to previous work we obtain both non-oscillatory and oscillatory contributions to the correlation function. Both types of contributions are evaluated to leading order in $1/epsilon$ for systems with and without time-reversal invariance. Our results agree with expressions from the theory of disordered systems." @default.
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- W2030907582 date "2008-09-04" @default.
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- W2030907582 title "Semiclassical spectral correlator in quasi one-dimensional systems" @default.
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