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May 1st, 2014, 12:17 PM   #1
Joined: May 2014
From: Pembroke

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Lebesque Measure

Prove that there exists disjoint sets A and B for which [0, 1] = A U B where m(A) = 0 and B is the countable union of sets in [0, 1] which are nowhere dense in [0, 1].
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countable, dense, disjoint, lebesque, measure

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