A characterization of ML in many-sorted arithmetic with conditional application

Journal of Symbolic Logic 57 (3):924 - 953 (1992)
In this paper we discuss an interpretation of intuitionistic type theory in many-sorted arithmetic with so-called conditional application. Via the formulas-as-types correspondence the arithmetical system in turn can be embedded in ML, resulting in a characterization of strong Σ-elimination by an axiom of conditional choice
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DOI 10.2307/2275440
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