Singular points of a star-finite tiling |
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| Authors: | Mark J Nielsen |
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| Institution: | (1) Department of Mathematics, GN-50, University of Washington, 98195 Seattle, WA, USA |
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| Abstract: | Let  be a star-finite tiling of a topological vector space of dimension greater than one and let S() denote the set of singular points of . We show that S() is either uncountable or empty by investigating the density in S() of certain subcollections of geometrically interesting singular points. |
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