International audienceWe give the precise correspondence between polarized linear logic and polarized classical logic. The properties of focalization and reversion of linear proofs are at the heart of our analysis: we show that the tq-protocol of normalization for the classical systems LKeta,pol and LKeta,rho,pol perfectly fits normalization of polarized proof-nets. Some more semantical considerations allow us to recover LC as a refinement of multiplicative LKeta,pol
We introduce and study µLLP, which can be viewed both as an extension of Laurent's Polarized Linear ...
To attack the problem of “computing with the additives”, we introduce a notion of sliced proof-net f...
AbstractAndreoli originally discovered focalization as a concrete proof search strategy in proof the...
We give the precise correspondence between polarized linear logic and polarized classical logic. The...
We give the precise correspondence between polarized linear logic and polarized classical logic. The...
We define a notion of polarization in linear logic (LL) coming from the polarities of Jean-Yves Gira...
AbstractWe first define polarized proof-nets, an extension of MELL proof-nets for the polarized frag...
International audienceA focused proof system provides a normal form to cut-free proofs in which the ...
AbstractA focused proof system provides a normal form to cut-free proofs in which the application of...
We show that the decomposition of Intuitionistic Logic into Linear Logic along the equation A! B =!A...
We show that the decomposition of Intuitionistic Logic into Linear Logic along the equation A -> B =...
Coming from the study of linear logic and from the computational analysis of classical logic, the no...
dale.miller at inria.fr Abstract. A focused proof system provides a normal form to cut-free proofs t...
International audienceWe extend Ehrhard-Regnier's differential linear logic along the lines of Laure...
AbstractWe study conditions for a concurrent construction of proof-nets in the framework of linear l...
We introduce and study µLLP, which can be viewed both as an extension of Laurent's Polarized Linear ...
To attack the problem of “computing with the additives”, we introduce a notion of sliced proof-net f...
AbstractAndreoli originally discovered focalization as a concrete proof search strategy in proof the...
We give the precise correspondence between polarized linear logic and polarized classical logic. The...
We give the precise correspondence between polarized linear logic and polarized classical logic. The...
We define a notion of polarization in linear logic (LL) coming from the polarities of Jean-Yves Gira...
AbstractWe first define polarized proof-nets, an extension of MELL proof-nets for the polarized frag...
International audienceA focused proof system provides a normal form to cut-free proofs in which the ...
AbstractA focused proof system provides a normal form to cut-free proofs in which the application of...
We show that the decomposition of Intuitionistic Logic into Linear Logic along the equation A! B =!A...
We show that the decomposition of Intuitionistic Logic into Linear Logic along the equation A -> B =...
Coming from the study of linear logic and from the computational analysis of classical logic, the no...
dale.miller at inria.fr Abstract. A focused proof system provides a normal form to cut-free proofs t...
International audienceWe extend Ehrhard-Regnier's differential linear logic along the lines of Laure...
AbstractWe study conditions for a concurrent construction of proof-nets in the framework of linear l...
We introduce and study µLLP, which can be viewed both as an extension of Laurent's Polarized Linear ...
To attack the problem of “computing with the additives”, we introduce a notion of sliced proof-net f...
AbstractAndreoli originally discovered focalization as a concrete proof search strategy in proof the...