Index sets in Ershov's hierarchy

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9
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6
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1974
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Work Details
  • DOI 10.2307/2272349
  • OpenAlex ID W2078696977
  • Type Paratext
  • Language EN
  • Published 01 Mar 1974
  • Volume 39 (1)
  • Pages 97–104
  • Source Journal of Symbolic Logic
  • Publisher Cambridge University Press
  • Countries 1
  • Institutions 1
  • Added 10 Oct 2025
  • Updated 12 Oct 2026
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Index sets in Ershov's hierarchy

Paratext 1974 EN Paratext

This work is an attempt to characterize the index sets of classes of recursively enumerable sets which are expressible in terms of open sets in the Baire topology on the power set of the set N of natural numbers, usual in recursion theory. Let be a class of subsets of N and be the set of indices of recursively enumerable sets Wх belonging to . A well-known theorem of Rice and Myhill (cf. [5, p. 32…

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1 Jacques Grassin Corresponding Université d'Orléans (FR) —

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