On the universal tiling conjecture in dimension one
classification
🧮 math.FA
keywords
conjecturedimensionimplicationtilinguniversalendpointsequivalentforms
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We show that the spectral-tile implication in the Fuglede conjecture in dimension 1 is equivalent to a Universal Tiling Conjecture and also to similar forms of the same implication for some simpler sets, such as unions of intervals with rational or integer endpoints.
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