AbstractWe present a logic of separating modalities, LSM, that is based on Boolean BI. LSM's modalities, which generalize those of S4, combine, within a quite general relational semantics, BI's resource semantics with modal accessibility. We provide a range of examples illustrating their use for modelling. We give a proof system based on a labelled tableaux calculus with countermodel extraction, establishing its soundness and completeness with respect to the semantics
International audienceModal separation logics are formalisms that combine modal operators to reason ...
Les logiques de ressources sont de puissants outils de spécification de propriétés. Dans le cadre d'...
Colloque avec actes et comité de lecture. internationale.International audienceWe define a separatio...
We present a logic of separating modalities, LSM, that is based on Boolean BI. LSM's modalities, whi...
AbstractWe present a logic of separating modalities, LSM, that is based on Boolean BI. LSM's modalit...
International audienceWe present a logic of separating modalities, LSM, that is based on Boolean BI....
In computer science, the notion of resource is a central concern. We consider as a resource, any ent...
In computer science, the notion of resource is a central concern. We consider as a resource, any ent...
International audienceThe logic of Bunched implications (BI), and its boolean version (Boolean BI), ...
Le développement de nouveaux formalismes logiques est au cœur de nombreuses problématiques de méthod...
We present a substructural epistemic logic, based on Boolean BI, in which the epistemic modalities a...
International audienceIn this paper, we study Boolean BI Logic (BBI) from a semantic perspective. Th...
The design of new logical formalisms is at the heart of several problems in formal methods. Those fo...
The Logic of Bunched Implications (BI) was introduced by O'Hearn and Pym. The original presentation ...
Stone-type duality theorems, which relate algebraic and relational/topological models, are importan...
International audienceModal separation logics are formalisms that combine modal operators to reason ...
Les logiques de ressources sont de puissants outils de spécification de propriétés. Dans le cadre d'...
Colloque avec actes et comité de lecture. internationale.International audienceWe define a separatio...
We present a logic of separating modalities, LSM, that is based on Boolean BI. LSM's modalities, whi...
AbstractWe present a logic of separating modalities, LSM, that is based on Boolean BI. LSM's modalit...
International audienceWe present a logic of separating modalities, LSM, that is based on Boolean BI....
In computer science, the notion of resource is a central concern. We consider as a resource, any ent...
In computer science, the notion of resource is a central concern. We consider as a resource, any ent...
International audienceThe logic of Bunched implications (BI), and its boolean version (Boolean BI), ...
Le développement de nouveaux formalismes logiques est au cœur de nombreuses problématiques de méthod...
We present a substructural epistemic logic, based on Boolean BI, in which the epistemic modalities a...
International audienceIn this paper, we study Boolean BI Logic (BBI) from a semantic perspective. Th...
The design of new logical formalisms is at the heart of several problems in formal methods. Those fo...
The Logic of Bunched Implications (BI) was introduced by O'Hearn and Pym. The original presentation ...
Stone-type duality theorems, which relate algebraic and relational/topological models, are importan...
International audienceModal separation logics are formalisms that combine modal operators to reason ...
Les logiques de ressources sont de puissants outils de spécification de propriétés. Dans le cadre d'...
Colloque avec actes et comité de lecture. internationale.International audienceWe define a separatio...