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CORR
2010
Springer

Combinatorial substitutions and sofic tilings

8 years 1 months ago
Combinatorial substitutions and sofic tilings
A combinatorial substitution is a map over tilings which allows to define sets of tilings with a strong hierarchical structure. In this paper, we show that such sets of tilings are sofic, that is, can be enforced by finitely many local constraints. This extends some similar previous results (Mozes’90, GoodmanStrauss’98) in a much shorter presentation.
Thomas Fernique, Nicolas Ollinger
Added 24 Jan 2011
Updated 24 Jan 2011
Type Journal
Year 2010
Where CORR
Authors Thomas Fernique, Nicolas Ollinger
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