Abstract
We suggest a new example of a free subgroup of a group of automaton substitutions. We present two automata with three states which generate this subgroup; the inner semigroups of these automata are not groups.

null Chubarikov, Vladimir N. / Ershov, Yu. L. / Prokhorov, Yuri V.
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Citation Information: Discrete Mathematics and Applications. Volume 21, Issue 4, Pages 407–434, ISSN (Online) 1569-3929, ISSN (Print) 0924-9265, DOI: 10.1515/dma.2011.026, November 2011
Publication History:
We suggest a new example of a free subgroup of a group of automaton substitutions. We present two automata with three states which generate this subgroup; the inner semigroups of these automata are not groups.
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