Kazan (Volga region) Federal University, KFU
KAZAN
FEDERAL UNIVERSITY
 
ELEMENTARY THEORIES AND HEREDITARY UNDECIDABILITY FOR SEMILATTICES OF NUMBERINGS
Form of presentationArticles in international journals and collections
Year of publication2019
Языканглийский
  • Yamaleev Mars Mansurovich, author
  • Bazhenov Nikolay Alekseevich, author
  • Mustafa Manat , author
  • Bibliographic description in the original language Bazhenov, N., Mustafa, M., Yamaleev, M. Elementary theories and hereditary undecidability for semilattices of numberings (2019) Archive for Mathematical Logic, 58 (3-4), pp. 485-500.
    Annotation We study questions of hereditary undecidability for semilattices of numberings
    Keywords Computability theory, Computably enumerable equivalence relation, Elementary definability, First order arithmetic, Hereditary undecidability, Numbering theory, Rogers semilattice, Second order arithmetic, Upper semilattice
    The name of the journal Archive for Mathematical Logic
    Please use this ID to quote from or refer to the card https://repository.kpfu.ru/eng/?p_id=206734&p_lang=2
    Resource files 
    File name Size (MB) Format  
    F_paper2019_fromScopus.pdf 0,40 pdf show / download

    Full metadata record