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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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Intuitionistic and Classical Logics,lassical logic. It has been introduced by Heyting to formalize constructive mathematics and its intuitionistic foundation. Intuitionistic proof theory has been developed side-by-side with classical proof theory, starting from Gentzen’s work. Intuitionistic logic allows many interpretations which may
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Modal Logics of Strict Implication, to extend the goal-directed paradigm to the realm of modal logics. Strict implication, denoted by . ⇒ . is read as ‘necessarily . implies .’. The notion of necessity (and the dual notion of possibility) are the subject of modal logics. Strict implication can be regarded as a derived notion: . ⇒ . =
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https://doi.org/10.1007/978-3-663-15877-6he 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
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https://doi.org/10.1007/978-3-662-32803-3lassical logic. It has been introduced by Heyting to formalize constructive mathematics and its intuitionistic foundation. Intuitionistic proof theory has been developed side-by-side with classical proof theory, starting from Gentzen’s work. Intuitionistic logic allows many interpretations which may
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s provides information on the available ocean research and observation tools to monitor their impact as well as on the related internationally available opportunities for capacity development.978-981-19-5067-4978-981-19-5065-0
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