A Cardinality Version of Biegel's Nonspeedup Theorem

作者: James C. Owings

DOI: 10.2307/2274739

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摘要: If S is a finite set, let ∣ be the cardinality of . We show that if m ∈ ω , A ⊆ B and i : ≤ 2 & x }∣ can computed by an algorithm which, for all 1 …, makes at most queries to then recursive in halting set K = 1, we recursive.

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