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Wiener's lemma for quasicrystals: hull-uniform decay of covariant kernels on Delone sets
This paper studies continuous covariant kernel families over hulls of Delone sets of finite local complexity using graded Wiener-algebra methods. The norm given by the least common weighted summable off-diagonal profile is identified isometrically with a graded $\ell^1$-norm. The resulting Banach $*
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