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COHOMOLOGY OF THE PINWHEEL TILING
Published online by Cambridge University Press: 27 August 2014
Abstract
We provide a computation of the Čech cohomology of the pinwheel tiling using the Anderson–Putnam complex. A border-forcing version of the pinwheel tiling is produced that allows an explicit construction of the complex for the quotient of the continuous hull by the circle. The cohomology of the continuous hull is given using a spectral sequence argument of Barge, Diamond, Hunton and Sadun.
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- Research Article
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- Copyright © 2014 Australian Mathematical Publishing Association Inc.
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