Abstract. Focusing is traditionally seen as a means of reducing inessential non-determinism in backward-reasoning strategies such as uniform proof-search or tableaux systems. In this paper we construct a form of focused derivations for propositional linear logic that is appropriate for forward reasoning in the inverse method. We show that the focused inverse method conservatively generalizes the classical hyperresolution strategy for Horn-theories, and demonstrate through a practical implementation that the focused inverse method is considerably faster than the non-focused version.
Focusing, introduced by Jean-Marc Andreoli in the context of classical linear logic [Andreoli 1992],...
dale.miller at inria.fr saurin at lix.polytechnique.fr Abstract. Probably the most significant resul...
Ever since Andreoli’s pioneering work in linear logic, it has been understood that the technique of ...
Focusing is traditionally seen as a means of reducing inessential non-determinism in backward-reason...
Abstract. Focusing is traditionally seen as a means of reducing inessential non-determinism in backw...
Abstract. We present the theory and implementation of a theorem prover for first-order intuitionisti...
The inverse method is a generalization of resolution that can be applied to non-classical logics. W...
The inverse method is a generalization of resolution that can be applied to non-classical logics. We...
Abstract. The inverse method is a generalization of resolution that can be applied to non-classical ...
Abstract. The inverse method is a generalization of resolution that can be ap-plied to non-classical...
dale.miller at inria.fr Abstract. A focused proof system provides a normal form to cut-free proofs t...
AbstractA focused proof system provides a normal form to cut-free proofs in which the application of...
International audienceA focused proof system provides a normal form to cut-free proofs in which the ...
We present a forward sequent calculus for intuitionistic propositional linear logic (⊗, 1, �, ⊤, ❜ ,...
Abstract: "We present a forward sequent calculus for intuitionistic propositional linear logic ([cir...
Focusing, introduced by Jean-Marc Andreoli in the context of classical linear logic [Andreoli 1992],...
dale.miller at inria.fr saurin at lix.polytechnique.fr Abstract. Probably the most significant resul...
Ever since Andreoli’s pioneering work in linear logic, it has been understood that the technique of ...
Focusing is traditionally seen as a means of reducing inessential non-determinism in backward-reason...
Abstract. Focusing is traditionally seen as a means of reducing inessential non-determinism in backw...
Abstract. We present the theory and implementation of a theorem prover for first-order intuitionisti...
The inverse method is a generalization of resolution that can be applied to non-classical logics. W...
The inverse method is a generalization of resolution that can be applied to non-classical logics. We...
Abstract. The inverse method is a generalization of resolution that can be applied to non-classical ...
Abstract. The inverse method is a generalization of resolution that can be ap-plied to non-classical...
dale.miller at inria.fr Abstract. A focused proof system provides a normal form to cut-free proofs t...
AbstractA focused proof system provides a normal form to cut-free proofs in which the application of...
International audienceA focused proof system provides a normal form to cut-free proofs in which the ...
We present a forward sequent calculus for intuitionistic propositional linear logic (⊗, 1, �, ⊤, ❜ ,...
Abstract: "We present a forward sequent calculus for intuitionistic propositional linear logic ([cir...
Focusing, introduced by Jean-Marc Andreoli in the context of classical linear logic [Andreoli 1992],...
dale.miller at inria.fr saurin at lix.polytechnique.fr Abstract. Probably the most significant resul...
Ever since Andreoli’s pioneering work in linear logic, it has been understood that the technique of ...