Abstract
We adapt Streicher and Kohlenbach's proof of the factorization S = KD of the Shoenfield translation S in terms of Krivine's negative translation K and the Gödel functional interpretation D, obtaining a proof of the factorization U = KB of Ferreira's Shoenfield-like bounded functional interpretation U in terms of K and Ferreira and Oliva's bounded functional interpretation B.
Citation
Jaime Gaspar. "Factorization of the Shoenfield-like Bounded Functional Interpretation." Notre Dame J. Formal Logic 50 (1) 53 - 60, 2009. https://doi.org/10.1215/00294527-2008-027
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