Effectively closed sets and enumerations

Author:

Brodhead Paul,Cenzer Douglas

Publisher

Springer Science and Business Media LLC

Subject

Logic,Philosophy

Reference26 articles.

1. Binns, S.: Small $${\Pi^{0}_{1}}$$ classes. Arch. Math. Logic 45(4), 393–410 (2006)

2. Brodhead, P.: Enumerations of $${\Pi^{0}_{1}}$$ classes: acceptability and decidable classes. In: Proceedings of CCA 2006, Gainesville, Elect. Notes in Th. Comp. Sci., Elsevier, Amsterdam (2006) (to appear, electronic)

3. Brodhead, P.: Computable aspects of closed sets. Ph.D. Dissertation, University of Florida (2008)

4. Cholak, P., Coles, R., Downey, R., Hermann, E.: Automorphisms of the lattice of $${\Pi^{0}_{1}}$$ classes: perfect thin classes and anc degrees. Trans. Am. Math. Soc. 353, 4899–4924 (2001) (electronic)

5. Cenzer, D., Downey, R., Jockusch, C., Shore, R.: Countable thin $${\Pi^{0}_{1}}$$ classes. Ann. Pure App. Logic 59, 79–139 (1993)

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