Every $\Delta^0_2$ -Set Is Natural, Up to Turing Equivalence
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Publisher
Springer Berlin Heidelberg
Link
http://link.springer.com/content/pdf/10.1007/978-3-642-13962-8_43.pdf
Reference11 articles.
1. Arslanov, M.M.: The Ershov hierarchy (2007) (manuscript)
2. Miller, R.: The $\Delta^0_2$ -spectrum of a linear order. Journal of Symbolic Logic 66, 470–486 (2001)
3. Edalat, A.: Domains for computation in mathematics, physics and exact real arithmetic. Bulletin of Symbolic Logic 3, 401–452 (1997)
4. Ershov, J.L.: On a hierarchy of sets I, Algebra i Logika 7(1), 47–74 (1968) (Russian); English transl., Algebra and Logic 7, 25–43 (1968)
5. Ershov, J.L.: On a hierarchy of sets II, Algebra i Logika 7(4), 15–47 (1968) (Russian); English transl., Algebra and Logic 7, 212–232 (1968)
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1. Computation over algebraic structures and a classification of undecidable problems;Mathematical Structures in Computer Science;2016-06-20
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