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Rotation Numbers of Linear Schrödinger Equations with Almost Periodic Potentials and Phase Transmissions

机译:具有近似周期势和相传输的线性Schrödinger方程的旋转数。

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摘要

In this paper we study the linear Schrödinger equation with an almost periodic potential and phase transmission. Based on the extended unique ergodic theorem by Johnson and Moser, we will show for such an equation the existence of the rotation number. This extends the work of Johnson and Moser (in Commun Math Phys 84:403–438, 1982; Erratum Commun Math Phys 90:317–318, 1983) where no phase transmission is considered. The continuous dependence of rotation numbers on potentials and transmissions will be proved.
机译:在本文中,我们研究具有几乎周期性的电势和相位传输的线性Schrödinger方程。基于Johnson和Moser扩展的唯一遍历定理,我们将为这种方程式显示旋转数的存在。这扩展了Johnson和Moser的工作(在Commun Math Phys 84:403-438,1982; Erratum Commun Math Phys 90:317-318,1983),其中没有考虑相位传输。将证明旋转数对电位和传输的连续依赖性。

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