In this note I give a new proof of the fact that the closure ordinal of the Kripkean inductive definition of truth for the language of first order arithmetic is the first non-recursive ordinal.
On the closure ordinal of the inductive definition of truth for first order arithmetic
BELLOTTI, LUCA
1998-01-01
Abstract
In this note I give a new proof of the fact that the closure ordinal of the Kripkean inductive definition of truth for the language of first order arithmetic is the first non-recursive ordinal.File in questo prodotto:
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