Colloque avec actes et comité de lecture. internationale.International audienceIn this abstract we emphasize the role of a semantic structure called dependency graph in order to study the provability in some resource-sensitive logics, like the Bunched Implications Logic (BI) or the Non-commutative Logic (NL). Such a semantic structure is appropriate to capture the particular interactions between different kinds of connectives (additives and multiplicatives in BI and commutatives and non-commutatives in NL) during proof-search and mainly to provide countermodels in case of non-provability. We illustrate the key points with a tableau method for BI logic and present tools, namely BILL and CheckBI, dedicated for respectively countermodel genera...
This is a study of the semantics and proof theory of the logic of bunched implications (BI), which i...
International audienceIn this article, we propose a new data structure, called resource tree, that i...
International audienceWe study the models generated by proof-search in the Boolean BI tableau calcul...
AbstractIn this abstract we emphasize the role of a semantic structure called resource graph in orde...
We emphasize the interest of labelled structures for analyzing provability in some resource logics. ...
The logic of bunched implications, BI, provides a logical analysis of a basic notion of resource ri...
Article dans revue scientifique avec comité de lecture. internationale.International audienceIn this...
We propose a characterization of provability in BI's Pointer Logic (PL) that is based on semantic st...
International audienceSeparation logic (SL) is often presented as an assertion language for reasonin...
AbstractThe logic of bunched implications, BI, is a substructural system which freely combines an ad...
Colloque sur invitation. internationale.International audienceWe study proof-search in mixed logics ...
Colloque avec actes et comité de lecture. internationale.International audienceWe define a separatio...
Colloque avec actes et comité de lecture. internationale.International audienceWe define a separatio...
International audienceThe logic of Bunched implications (BI) and its variants or extensions provide ...
AbstractWe introduce the logic of bunched implications, BI, in which multiplicative (or linear) and ...
This is a study of the semantics and proof theory of the logic of bunched implications (BI), which i...
International audienceIn this article, we propose a new data structure, called resource tree, that i...
International audienceWe study the models generated by proof-search in the Boolean BI tableau calcul...
AbstractIn this abstract we emphasize the role of a semantic structure called resource graph in orde...
We emphasize the interest of labelled structures for analyzing provability in some resource logics. ...
The logic of bunched implications, BI, provides a logical analysis of a basic notion of resource ri...
Article dans revue scientifique avec comité de lecture. internationale.International audienceIn this...
We propose a characterization of provability in BI's Pointer Logic (PL) that is based on semantic st...
International audienceSeparation logic (SL) is often presented as an assertion language for reasonin...
AbstractThe logic of bunched implications, BI, is a substructural system which freely combines an ad...
Colloque sur invitation. internationale.International audienceWe study proof-search in mixed logics ...
Colloque avec actes et comité de lecture. internationale.International audienceWe define a separatio...
Colloque avec actes et comité de lecture. internationale.International audienceWe define a separatio...
International audienceThe logic of Bunched implications (BI) and its variants or extensions provide ...
AbstractWe introduce the logic of bunched implications, BI, in which multiplicative (or linear) and ...
This is a study of the semantics and proof theory of the logic of bunched implications (BI), which i...
International audienceIn this article, we propose a new data structure, called resource tree, that i...
International audienceWe study the models generated by proof-search in the Boolean BI tableau calcul...