Every effective dynamical system on a recursively presented finitely generated group has a computable zero-dimensional Cantor extension, which extends simulation results to non-symbolic systems and yields new Medvedev degree classifications.
Quantified Block Gluing for Multidimensional Subshifts of Finite Type: Aperiodicity and Entropy
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Subshifts on groups and computable analysis
Every effective dynamical system on a recursively presented finitely generated group has a computable zero-dimensional Cantor extension, which extends simulation results to non-symbolic systems and yields new Medvedev degree classifications.