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Periodic structure and Schrodinger operators for codings of circle rotations
We consider, for any irrational $α$ and interval $I \subset \mathbb{T}$, the 2-interval coding subshift $X^{(I, α)}$ induced by coding orbits under repeated rotation by $α$ via membership in $I$ or $I^c$. Each sequence $c \in X^{(I, α)}$ has an associated Schrödinger operator $H_c$, and in \cite{kam
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