Fixed IDs about truth: Truth and fixpoints in intuitionistic logic (final seminar)
Mattias Granberg Olsson, FLoV
This dissertation concerns the properties of and relationship between positive truth and fixpoints over intuitionistic arithmetic in three respects: the strength of these theories relative to the arithmetic base theories, relationships between theories of strictly positive fixpoints and compositional and disquotational truth for strictly truth-positive sentences, and a comparison with the classical case.
Opponent: Gerhard Jäger, Professor Emiratus University of Bern