Kazan Federal University Digital Repository

Browsing by Subject "2-computably enumerable sets"

Browsing by Subject "2-computably enumerable sets"

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  • Batyrshin I. (2010)
    In this work we prove that for every pair of computably enumerable degrees a<Q b there exists a properly 2-computably enumerable degree d such that a <Q d <Q b, a isolates d from below, and b isolates d from above. Two ...

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