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Non-idempotent intersection types and strong normalisation
A Bernadet, SJ Lengrand - Logical Methods in Computer …, 2013 - lmcs.episciences.org
We present a ty** system with non-idempotent intersection types, ty** a term syntax
covering three different calculi: the pure λ-calculus, the calculus with explicit substitutions λ …
covering three different calculi: the pure λ-calculus, the calculus with explicit substitutions λ …
Complexity of Strongly Normalising λ-Terms via Non-idempotent Intersection Types
A Bernadet, S Lengrand - … Conference, FOSSACS 2011, Held as Part of …, 2011 - Springer
We present a ty** system for the λ-calculus, with non-idempotent intersection types. As it is
the case in (some) systems with idempotent intersections, a λ-term is typable if and only if it …
the case in (some) systems with idempotent intersections, a λ-term is typable if and only if it …
Types intersections non-idempotents pour raffiner la normalisation forte avec des informations quantitatives
A Bernadet - 2014 - pastel.hal.science
Nous étudions des systèmes de typage avec des types intersections non-idempotents pour
des variantes du lambda-calcul et nous discutons de leurs propriétés et de leurs …
des variantes du lambda-calcul et nous discutons de leurs propriétés et de leurs …
[PDF][PDF] Non idempotent-intersection types to refine strong normalisation with quantitative information
A Bernadet, MLT de Falco Rapporteur, MS Lengrand… - 2014 - core.ac.uk
We study systems of non-idempotent intersection types for different variants of the λ-calculus
and we discuss properties and applications. Besides the pure λ-calculus itself, the variants …
and we discuss properties and applications. Besides the pure λ-calculus itself, the variants …