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A note on the density of -dimensional sets
Authors:James Foran
Affiliation:Department of Mathematics, University of Missouri-Kansas City, Kansas City, Missouri 64110
Abstract:Sets in Euclidean spaces which are measurable with respect to Hausdorff $s$-dimensional measure with $0<s<1$ are shown to have an at most countable set of points where the exact $s$-density exists and is finite and non-zero.

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