Author:
HARRISON-TRAINOR MATTHEW,MELNIKOV ALEXANDER,MILLER RUSSELL,MONTALBÁN ANTONIO
Abstract
AbstractOur main result is the equivalence of two notions of reducibility between
structures. One is a syntactical notion which is an effective version of
interpretability as in model theory, and the other one is a computational notion
which is a strengthening of the well-known Medvedev reducibility. We extend our
result to effective bi-interpretability and also to effective reductions between
classes of structures.
Publisher
Cambridge University Press (CUP)
Cited by
34 articles.
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