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Strong Normalization Theorem for a Constructive Arithmetic with Definition by Transfinite Recursion and Bar Induction (1997)

Abstract
We prove the strong normalization theorem for the natural deduction system for the constructive arithmetic TRDB (the system with Definition by Transfinite Recursion and Bar induction), which was introduced by Yasugi and Hayashi. We also establish the consistency of this system, applying the strong normalization theorem.

Publication details
Download http://ProjectEuclid.org/getRecord?id=euclid.ndjfl/1039700743
Publisher University of Notre Dame
Repository Project Euclid (Hosted at Cornell University Library) (United States)
Keywords 03F05 (MSC2000), 03F10 (MSC2000)
Type text
Language Englisch