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Topological rigidity of linear cellular automaton shifts
Authors:Robbert Fokkink  Reem Yassawi
Affiliation:TU Delft, Netherlands;Institut Camille Jordan, Université Lyon-1, France
Abstract:We prove that topologically isomorphic linear cellular automaton shifts are algebraically isomorphic. Using this, we show that two distinct such shifts cannot be isomorphic. We conclude that the automorphism group of a linear cellular automaton shift is a finitely generated abelian group.
Keywords:Algebraic dynamics  Automorphism groups
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