Bernstein set
In mathematics, a Bernstein set is a subset of the real line that meets every uncountable closed subset of the real line but that contains none of them. A Bernstein set partitions the real line into two pieces in a peculiar way: every measurable set of positive measure meets both the Bernstein set and its complement, as does every set with the property of Baire that is not a meagre set.
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Bernstein set
In mathematics, a Bernstein set is a subset of the real line that meets every uncountable closed subset of the real line but that contains none of them. A Bernstein set partitions the real line into two pieces in a peculiar way: every measurable set of positive measure meets both the Bernstein set and its complement, as does every set with the property of Baire that is not a meagre set.
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In mathematics, a Bernstein se ...... aire that is not a meagre set.
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Zbiór Bernsteina – podzbiór pr ...... ważał zbiory tego typu w 1908.
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Wikipage page ID
24,910,076
Wikipage revision ID
659,387,595
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comment
In mathematics, a Bernstein se ...... aire that is not a meagre set.
@en
Zbiór Bernsteina – podzbiór pr ...... ważał zbiory tego typu w 1908.
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Bernstein set
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Zbiór Bernsteina
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