Topological equivalence of tilings
classification
❄️ cond-mat
keywords
tilingsequivalenceanotherassociatedcompareconceptderivingequivalent
read the original abstract
We introduce a notion of equivalence on tilings which is formulated in terms of their local structure. We compare it with the known concept of locally deriving one tiling from another and show that two tilings of finite type are topologically equivalent whenever their associated groupoids are isomorphic.
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