Titlebook: Goal-Directed Proof Theory; Dov M. Gabbay,Nicola Olivetti Book 2000 Springer Science+Business Media Dordrecht 2000 automated deduction.log

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Vorgänge während der Lichtbogendauer Curry—Howard isomorphism and, more generally, the categorical interpretation of logics. We refer to [Došen, 1993; Ono, 1998; Ono, 1993; Routley .., 1982] for a survey. Recently, Routley—Meyer semantics for substructural logics have been re-interpreted as modelling agent-interaction [Slaney and Meye

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Intermediate Logics, we will have several models based on it. The completeness result can then be re-phrased to assert that intuitionistic logic is complete with respect to the class of finite trees, that is to say, with respect to Kripke models based on finite trees. This change of terminology matters as we are natura

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978-90-481-5526-2Springer Science+Business Media Dordrecht 2000

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https://doi.org/10.1007/978-94-017-1713-7automated deduction; logic; modal logic; proof; proof theory

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https://doi.org/10.1007/978-3-663-02974-8This book presents a uniform goal-directed algorithmic proof theory for a variety of logics. The logics involved have a wide range, and small variations in the goal-directed algorithm can take us from one logic to a completely different one.

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Introduction,he applied logic (computer science/artificial intelligence) community. There are those members who believe that the new non-classical logics are the most important for applications and that classical logic itself is no longer the main workhorse of applied logic and there are those who maintain that