International audienceWe solve the open problem of the decidability of Boolean BI logic (BBI), which can be considered as the core of separation and spatial logics. For this, we define a complete phase semantics for BBI and characterize it as trivial phase semantics. We deduce an embedding between trivial phase semantics for intuitionistic linear logic (ILL) and Kripke semantics for BBI. We single out a fragment of ILL which is both undecidable and complete for trivial phase semantics. Therefore, we obtain the undecidability of BBI
International audienceThis article presents a self-contained proof of the strong completeness of the...
The paper introduces a bi-intuitionistic modal logic, called BISKT, with two adjoint pairs of tense ...
AbstractThe language of our Boolean logic with relations is a Boolean language to which relation sym...
International audienceWe solve the open problem of the decidability of Boolean BI logic (BBI), which...
We solve the open problem of the decidability of Boolean BI logic (BBI), which can be considered as ...
International audienceRecently, Brotherston & Kanovich, and independently Larchey-Wendling & Galmich...
AbstractRecently, Brotherston & Kanovich, and independently Larchey-Wendling & Galmiche, proved the ...
We formulate and investigate a bi-intuitionistic extension, BiBBI, of the well known bunched logic B...
The logic of Bunched Implications, through its intuitionistic version (BI) as well as one of its cla...
International audienceWe formally prove the undecidability of entailment in intuitionistic linear lo...
We give a display calculus proof system for Boolean BI (BBI) based on Belnap’s general display logic...
International audienceIn this paper, we study Boolean BI Logic (BBI) from a semantic perspective. Th...
Separation logic has proven an adequate formalism for the analysis of programs that manipulate memor...
Stone-type duality theorems, which relate algebraic and relational/topological models, are importan...
AbstractThe paper introduces a bi-intuitionistic modal logic, called BISKT, with two adjoint pairs o...
International audienceThis article presents a self-contained proof of the strong completeness of the...
The paper introduces a bi-intuitionistic modal logic, called BISKT, with two adjoint pairs of tense ...
AbstractThe language of our Boolean logic with relations is a Boolean language to which relation sym...
International audienceWe solve the open problem of the decidability of Boolean BI logic (BBI), which...
We solve the open problem of the decidability of Boolean BI logic (BBI), which can be considered as ...
International audienceRecently, Brotherston & Kanovich, and independently Larchey-Wendling & Galmich...
AbstractRecently, Brotherston & Kanovich, and independently Larchey-Wendling & Galmiche, proved the ...
We formulate and investigate a bi-intuitionistic extension, BiBBI, of the well known bunched logic B...
The logic of Bunched Implications, through its intuitionistic version (BI) as well as one of its cla...
International audienceWe formally prove the undecidability of entailment in intuitionistic linear lo...
We give a display calculus proof system for Boolean BI (BBI) based on Belnap’s general display logic...
International audienceIn this paper, we study Boolean BI Logic (BBI) from a semantic perspective. Th...
Separation logic has proven an adequate formalism for the analysis of programs that manipulate memor...
Stone-type duality theorems, which relate algebraic and relational/topological models, are importan...
AbstractThe paper introduces a bi-intuitionistic modal logic, called BISKT, with two adjoint pairs o...
International audienceThis article presents a self-contained proof of the strong completeness of the...
The paper introduces a bi-intuitionistic modal logic, called BISKT, with two adjoint pairs of tense ...
AbstractThe language of our Boolean logic with relations is a Boolean language to which relation sym...