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#strong_measure_zero_set

Strong measure zero set

In mathematical analysis, a strong measure zero set is a subset A of the real line with the following property:for every sequence (εn) of positive reals there exists a sequence (In) of intervals such that |In| < εn for all n and A is contained in the union of the In.

Mon 13th

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Strong measure zero set List of statements independent of ZFC Richard Laver Almost surely Selection principle Kakeya set Set function Mixing (mathematics) Instruction set architecture Radon measure
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