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WEAKLY 2-RANDOMS AND 1-GENERICS IN SCOTT SETS.

Let ${\cal S}$ be a Scott set, or even an <italic>ω</italic>-model of WWKL. Then for each <italic>A</italic> ε <italic>S</italic>, either there is <italic>X</italic> ε <italic>S</italic> that is weakly 2-random relative to <italic>A</italic>, or there is <italic>X</italic> ε <italic>S</italic> that...

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Published in:Journal of Symbolic Logic Vol. 83; no. 1; pp. 392 - 395
Main Author: WESTRICK, LINDA BROWN
Format: Article
Published: Cambridge University Press Mar2018
Subjects:
Topological degree
Set theory
Algorithmic randomness
Semilattices
Logic
Online Access:View this record in EBSCOhost