We prove that a new semantical version of Krivine's theorem is valid for every types. This also gives a simpler proof of Krivine's theorem using the properties ...

This new theorem gives a sufficient condition to ensure the existence of semantical storage operators for an arbitrary type D. Our proof also gives a simpler ...

Storage operators are λ-terms which simulate call-by-value in call-by-name for a given set of terms. Krivine's storage operator theorem shows that any term ...

A Semantical Storage Operator Theorem For All Types. Article. Dec 1999. Christophe Raffalli. Storage operators are -terms which simulate ...

A semantical storage operator theorem for all types.Christophe Raffalli - 1998 - Annals of Pure and Applied Logic 91 (1):17-31. S-Storage Operators.Karim Nour - ...

This paper studies the ∀-positive types (the universal second order quantifier appears positively in these types), and the G˝odel transformations (a ...

We have found a recursive type which accurately specifies the store and which exists in our type theory's semantics. We have translated into our type theory ...

A new and simpler proof of a strengthened version of this theorem, which contains all previous result in intuitionistic and in classical logic, ...

Abstract. The notion of storage operator introduced in [5, 6] appears to be an important tool in the study of data types in second order λ-calculus.

Jul 26, 2022 · We can define a common rule for the contextual semantics, where we have a function for evaluating the binary operators (returning an option ...