Regularity of aperiodic minimal subshifts

26 Feb 2017 Dreher Fabian Kesseböhmer Marc Mosbach Arne Samuel Tony Steffens Malte

At the turn of this century Durand, and Lagarias and Pleasants established that key features of minimal subshifts (and their higher-dimensional analogues) to be studied are linearly repetitive, repulsive and power free. Since then, generalisations and extensions of these features, namely $\alpha$-repetitive, $\alpha$-repulsive and $\alpha$-finite ($\alpha \geq 1$), have been introduced and studied... (read more)

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