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Second Phase transition line
Published 5 Aug 2016 in math-ph, math.DS, math.MP, and math.SP | (1608.01799v1)
Abstract: We study the phase transion line of the almost Mathieu operator, that separates arithmetic regions corresponding to singular continuous and a.e. pure point regimes, and prove that both purely singular continuous and a.e. pure point spectrum occur for dense sets of frequencies.
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