Abstract
We survey some results and problems arising from a classic problem of Steinhaus: Is there a subset S of ℝ2 such that each isometric copy of ℤ2 (the lattice points in the plane) meets S in exactly one point.
Citation
Steve Jackson. R. Daniel Mauldin. "Survey of the Steinhaus tiling problem." Bull. Symbolic Logic 9 (3) 335 - 361, September 2003. https://doi.org/10.2178/bsl/1058448676
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