4 citations · 7 across the 7 of their papers we have counts for
Showing 2016Show all
3 papers · 1 filter
cs.PL2016
All the λ-Terms are Meaningful for the Infinitary Relational Model
Pierre Vial
Infinite types and formulas are known to have really curious and unsound behaviors. For instance, they allow to type Ω, the auto- autoapplication and they thus do not ensure any fo…
cs.LO2016
Infinitary Intersection Types as Sequences: a New Answer to Klop's Question
Pierre Vial
We provide a type-theoretical characterization of weakly-normalizing terms in an infinitary lambda-calculus. We adapt for this purpose the standard quantitative (with non-idempoten…
cs.LO2016
Representing permutations without permutations, or the expressive power of sequence types
Pierre Vial
Recent works by Asada, Ong and Tsukada have championed a rigid description of resources. Whereas in non-rigid paradigms (e.g., standard Taylor expansion or non-idempotent intersect…