On the spectrum of critical almost Mathieu operators in the rational case
We derive a new Chambers-type formula and prove sharper upper bounds on the measure of the spectrum of critical almost Mathieu operators with rational frequencies.
math.SP↗
arXiv subjects
Publications and source records attributed to Lyuben Konstantinov.
We derive a new Chambers-type formula and prove sharper upper bounds on the measure of the spectrum of critical almost Mathieu operators with rational frequencies.