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Reducibility, Lyapunov exponent, pure point spectra property for quasi-periodic wave operator. (arXiv:1706.06713v1 [math.DS])

来源于:arXiv
In the present paper, the reducibility is derived for linear wave equation of finite smooth and time-quasi-periodic potential subject to Dirichlet boundary condition. Moreover, it is proved that the corresponding wave operator possesses the property of pure point spectra and zero Lyapunov exponent. 查看全文>>