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Almost Mathieu operator
Spectral Analysis of Quasiperiodic Schrödinger Operators
The Absolutely Continuous Spectrum of the Almost Mathieu Operator
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Semi-Classical Analysis and Harper's Equation –An Introduction
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Spectral Decimation of a Self-Similar Version of Almost Mathieu-Type Operators
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Absolute Continuity of the Integrated Density of States for the Almost
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The Connection of the K-Theory with the Gap-Labeling Theorem of Schr¨Odingeroperators
Sharp Phase Transitions for the Almost Mathieu Operator
Arxiv:1804.01658V1 [Math-Ph] 5 Apr 2018 Labelling Theorem [19]
Fredholm Theory and Stable Approximation of Band Operators and Their Generalisations
The Absolutely Continuous Spectrum of the Almost Mathieu Operator
Cantor Spectrum for the Almost Mathieu Operator. Joaquim Puig
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Large Deviation Theorems for Dirichlet Determinants of Analytic Quasi-Periodic Jacobi Operators with Brjuno-Russmann¨ Frequency
Arxiv:1602.05111V2 [Math-Ph] 5 May 2017
Transfer Matrices and Transport for Schrödinger Operators
K-Theoretic Gap Labeling for Quasicrystals
Dynamics of SL(2,R)-Cocycles and Applications to Spectral Theory
Almost Eigenvalues and Eigenvectors of Almost Mathieu Operators
Spectral Enclosures and Complex Resonances for General Self-Adjoint Operators
Random Operators Disorder Effects on Quantum Spectra and Dynamics
Golden Mean Renormalization for the Almost Mathieu Operator and Related Skew Products
Arxiv:2012.11827V1 [Math.SP] 22 Dec 2020 Then Σλ,Α,Ω Is a Cantor Set
Trace Ideals and Their Applications, Second Edition
Central Spectral Gaps of the Almost Mathieu Operator
Critical Almost Mathieu Operator: Hidden Singularity, Gap Continuity, and the Hausdorff Dimension of the Spectrum
Schr\" Odinger Operators with Dynamically Defined Potentials: A
Some Recent Results on the Almost Mathieu Operator. Lecture