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Description of the spectral bands for some 2D periodic Schrödinger operators

机译:一些2D周期性Schrödinger算子的谱带描述

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In this paper, we are concerned with the study of the spectrum of operators with periodic potentials in 1D and 2D, modelling the interactions of an electron with regular lattices of ions. The classical Bloch theory asserts that the spectrum has a band structure and we are able to localize the spectral bands which are in the range of the potential and to prove estimates on their widths in the semiclassical limit.
机译:在本文中,我们关注一维和二维中具有周期性电势的算符谱的研究,以电子与规则的离子晶格的相互作用为模型。经典的布洛赫(Bloch)理论断言,频谱具有能带结构,我们能够对位于势能范围内的频谱带进行定位,并证明其在半经典范围内的宽度估计。

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