From multiple sequent for Additive Linear Logic to decision procedures for Free Lattices
Identifieur interne : 00AB38 ( Main/Merge ); précédent : 00AB37; suivant : 00AB39From multiple sequent for Additive Linear Logic to decision procedures for Free Lattices
Auteurs : Jean-Yves MarionSource :
- Theoretical Computer Science - TCS ; 1999.
English descriptors
Abstract
The additive fragment of linear logic is complete for general (non-distributive) lattices. A sequent calculus for general lattices is presented with multiple antecedents and succedents. This construction is extended to give a sequent calculus for propositional linear logic with both additive and multiplicative contexts. Then, various decision procedures are investigated for general lattices.
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