Computational interpretation of classical logic with explicit structural rules

Through strict simulation, the strong normalisation of simply typed λ-calculus is inherited by monadic λµ, and then by cbn and cbv λµ˜ µ, thus reproving strong normalisation in

Introduction/Objectifs : l’HbA1c a été approuvée en 2010 par l’ADA pour le diagnostic du diabète sucré. La CLHP d’échange cationique est l’une des méthodes certifiées

In Martin-Löf’s intuitionistic type theory, Palmgren [16] and Luo [13] formalized systems with a cumulative hierarchy of predicative universes U i and an impredicative universe

The sequent calculus LK (T ) manipulates the formulae of first-order logic, with the specificity that every predicate symbol is classified as either positive or negative, and

We have illustrated that, instead of discarding the sequent calculus in search of canonical proof systems, sequent proofs can be systematically abstracted by (maximal)

From the perspective of theorem proving for example, the presence of the bidirectional rules and contraction as explicit structural rules in LBI means that it is difficult to

We have presented a version of the λΠ-calculus modulo where rewrite rules are explicitly added in contexts making their addition an iterative process where previous rules can be used

Le suivi à long terme de cette maladie nécessite une réévaluation régulière et doit être soutenu par un diététicien et par les associations des intolérants au