Almost Mathieu operator: Difference between revisions

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{{blockquote|text=
For all <math>\lambda \neq 0</math>, all irrational <math>a</math>, and all integers <math>n_ln_1, n_2</math>, with <math>0 < n_ln_1+ n_2a < 1</math>, there is a gap for the almost Mathieu operator on which <math>k(E) = n_ln_1 + n_2a</math>, where <math>k(E)</math> is the integrated [[density of states]].
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