Pattern equivariant cohomology and deformations of tilings
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Abstract
We show that two topological conjugate tiling spaces are, in general, not mutually locally derivable. This is done by considering the Cech cohomology and pattern equivariant cohomology tiling spaces obtained by deformations.
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Keywords
Tiling, Cohomology, Pattern equivariant, Deformation, Cech cohomology, SIRI