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Page 1. The study of translational tiling with Fourier Analysis Lectures given at the Workshop on Fourier Analysis and Convexity, Universit   where At,S + x = {At,s + x : s 2 S}. Sierpi'nski [Sie59] first proved that a set which is bounded and either open or closed cannot have theSteinhaus property.   96,93117 NS~SIE54.JPG,8/27/96,185447 NS~SIE55.JPG,8/27/96,65979 NS~SIE56.JPG,8/27/ 96,89014 NS~SIE57.JPG,8/27/96,56102 NS~SIE58.JPG,8/27/96,48447 NS~SIE59.JPG,8   Spine of Outer Space [CV86]. Alternatively, we follow the constructions of Siegel [Sie59] for GL. n. (Z). and Borel-Serre [BS73] for

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