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Jan 5, 2019 ... Computability and computable enumerability are two of the fundamental notions of mathematics. Interest in effectiveness is already apparent in ...
Computability theory is one of the main branches of mathematical logic. It ex- plores the computational limitations of mathematics. Classical concepts at ...
Aug 25, 2022 ... Computability theory has seen many new and fascinating developments that have linked the subject much closer to other mathematical disciplines inside and ...
Algebra 264 (2003), 665–. 694. Page 7. Computability Theory. 403. Are random axioms useful? Laurent Bienvenu.
Nov 14, 2012 ... ... theoretical computer science. Cite this article. Klaus Ambos-Spies, Rodney G. Downey, Steffen Lempp, Wolfgang Merkle, Computability Theory.
Partially answering this question involves ideas from the theory of computability such as Turing degrees and truth-table degrees. We want to make this paper ...
May 24, 2019 ... Th is is an expository paper whose goal is to explain some interesting interconnections between group theory and the theory of computability.
Jan 4, 2019 ... Computability Theory. Vasco BrattkaRodney G. Downey ; Topology of Arrangements and Representation Stability. Graham DenhamGiovanni Gaiffi ...
Nov 14, 2012 ... 397–455. Computability Theory. Klaus Ambos-SpiesRodney G. DowneySteffen LemppWolfgang Merkle · DOI 10.4171/OWR/2012/08 · pp. 457–553. Advanced ...
Aug 25, 2022 ... Computability Theory. Vasco BrattkaNoam GreenbergIskander KalimullinMariya Soskova · DOI 10.4171/OWR/2021/21 · pp. 1191–1208. Foundations of ...