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Normal numbers and limit computable Cantor series (1404.2178v1)

Published 8 Apr 2014 in math.LO

Abstract: Given any oracle, A, we construct a basic sequence Q, computable in the jump of A, such that no A-computable real is Q-distribution-normal. A corollary to this is that there is a Delta0_{n+1} basic sequence with respect to which no Delta0_n real is distribution-normal. As a special case, there is a limit computable sequence relative to which no computable real is distribution-normal.

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