On the Erdös similarity problem

Published 17 Dec 2015 in math.MG | (1512.05607v1)

Abstract: New partial results are obtained related to the following old problem of Erd\"os: for any infinite set $X$ of real numbers to show that there is always a measurable (or, equivalently, closed) subset of reals of positive Lebesgue measure which contains no subset geometrically similar to $X$.

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Authors (1)

Miroslav Chlebik

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