The group in question was initially obtained as a maximal subgroup of a free profinite semigroup. Toeplitz subshift which is strongly orbit equivalent to the universal odometer. PDF A geometric interpretation of the Schützenberger group of a minimal subshift Semantic Scholar The first author has associated in a natural way a profinite group to each irreducible subshift. ![]() In this paper, we study bounded Toeplitz subshift. For any simple Toeplitz subshift, we proved that the corresponding Schrdinger cocycle is uniform, although it does not satisfy condition (B) in general. David Damanik (Rice University), Jake Fillman (Texas State University), Philipp Gohlke (Universität Bielefeld) We study ergodic Schrödinger operators defined over product dynamical systems in which one factor is periodic and the other factor is either a subshift over a finite alphabet or an irrational rotation of the circle. The group in question was initially obtained as a maximal subgroup of a free profinite semigroup. For locally constant cocycle defined on an aperiodic subshift, Damanik and Lenz proved that if the subshift satisfies a certain condition (B), then the cocycle is uniform. With four spaces: the space $\mathbf$ is a regular PDF A geometric interpretation of the Schtzenberger group of a minimal subshift Semantic Scholar The first author has associated in a natural way a profinite group to each irreducible subshift. Sets) in the space of subshifts with the Hausdorff metric. Download a PDF of the paper titled On the structure of generic subshifts, by Ronnie Pavlov and 1 other authors Download PDF Abstract: We investigate generic properties (i.e.
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