Titlebook: Natural Deduction, Hybrid Systems and Modal Logics; Andrzej Indrzejczak Book 2010 Springer Science+Business Media B.V. 2010 Classical logi

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Extended Natural Deduction,ber of proof assistants, tutors, checkers and other interactive programs of this sort based on some forms of ND. Section 4.1. is devoted to the general discussion of these questions, whereas the rest of the Chapter takes up successively the presentation of some concrete, universal and analytic versions of ND for classical and free logic.

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Book 2010e hints of what this book is about. The notion of natural deduction or modal logic are rather well known, but the notion of “hybrid system” certainly needs some explanation. In short, this study may be seen as a kind of search for good deductive systems. We think of systems good in practice which ma

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Preliminaries, be emphasized that this section is just to establish notation and to keep the text self-contained, so much of it may be skipped in the first reading and consulted when necessary for understanding later chapters.

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Standard Natural Deduction,ms operating on other types of items (e.g. labelled formulae – cf. .) The main conclusion of this part is that almost all of the known variants of ND may be traced back to the independent works of Ja?kowski and Gentzen who started the investigation on non-axiomatic deductive systems.

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Survey of Modal Logics,l logics. Some attention is paid to correspondence theory and some general schemata investigated later. After short section on completeness and decidability matters we finally present various kinds of first-order modal logic in Section 5.6.

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Proof Methods for MHL,conviction that on the field of investigation on proof methods for modal logics, the application of hybrid languages instead of standard modal languages may offer a real breakthrough, so careful analysis is vital

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Natural Deduction, Hybrid Systems and Modal Logics978-90-481-8785-0Series ISSN 1572-6126 Series E-ISSN 2212-7313

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