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Paraconsistent Logic: Consistency, Contradiction and Negation

of paraconsistent logic; (ii) language, negation, contradiction, consistency and inconsistency; (iii) logics of formal inconsistency (LFIs) and the main;

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An Introduction to Paraconsistent Logics

properties of logics and the concepts employed within them such as negation, necessity and consistency. Some non-classical logics are especially;

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Logical Studies of Paraconsistent Reasoning in Science and Mathematics

critically investigate how contemporary paraconsistent logics can be used to better understand human reasoning in science and mathematics. Offering a;

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Contradictions, from Consistency to Inconsistency

of consistency, contradiction, and related notions. Most of the papers, but not all, are developed around the subtle distinctions between consistency;

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Historical Dictionary of Logic

, and paraconsistent logic. Similarly, there are entries on topics relating to those previously mentioned such as negation, conditionals, truth;

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The A to Z of Logic

paraconsistent logic. Similarly, there are entries on topics relating to those previously mentioned such as negation, conditionals, truth tables, and;

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Paraconsistent Intelligent Based Systems

is paraconsistent (paracomplete and non-alethic) logic.;

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Logic, Computation, Hierarchies

-classical logics, such as temporal logic and paraconsistent logic. This volume will be of interest to mathematicians and logicians, as well as;

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Foundations of Disjunctive Logic Programming

in the body of a clause) and present theories of negation. They conclude with selected applications to knowledge databases.Jorge Lobo;

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Philosophical Logic

principles like Modus Ponens or Double Negation Elimination? Is the fact that classical logic validates the inference from a contradiction to;

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Philosophical Logic

principles like Modus Ponens or Double Negation Elimination? Is the fact that classical logic validates the inference from a contradiction to;

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Logical Matters

between formal and material inferences. The next nine items deal with different aspects of Aristotelian logic-the copula, negation, the categories;

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Logic in Arithmetic

Logic in ArithmeticAn introduction to mathematical logic and Peano Arithmetic, including Gentzen's consistency proof and the Paris;

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The Unprovability Of Consistency

The Unprovability of Consistency is concerned with connections between two branches of logic: proof theory and modal logic. Modal logic;

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Logic without Frontiers. Festschrift for Walter Alexandre Carnielli on the Occasion of His 60th Birthday

contributions to contemporary logic range from innovative tableaux techniques, to the development of the foundations and applications of paraconsistent;

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Thinking and Being

psychological version of the law of non-contradiction-that one cannot think a thought and its negation simultaneously. Irad Kimhi's Thinking and;

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Consciousness, Knowledge, and Truth

(paraconsistent logic, definition and duality).;

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Medieval Logic and Metaphysics

Originally published in 1972, Medieval Logic and Metaphysics shows how formal logic can be used in the clarification of philosophical;

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Medieval Logic and Metaphysics

Originally published in 1972, Medieval Logic and Metaphysics shows how formal logic can be used in the clarification of philosophical;

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Proof and Falsity

as an undefinable primitive; and defining negation in terms of a speech act of denial - and concludes that they cannot adequately do so. He;

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Proof and Falsity

as an undefinable primitive; and defining negation in terms of a speech act of denial - and concludes that they cannot adequately do so. He;

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Handbook of Philosophical Logic

. Problem.Tem- lems. Model checking. poral query language. temporal transactions. Modal logic. generalised Actionlogic Beliefrevision. Negation by Multi;

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Frege's Lectures on Logic

that show how Frege tried to address the contradiction and how he integrated his later doctrine of sense and reference into his exposition;

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History of Western Philosophy

, fundamentally misunderstanding the negative, posited philosophical thought as error. Kant and Hegel later re-educated the modern mind about negation;

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Introduction To Non Classical Logic

, intuitionist, many-valued, paraconsistent, relevant, and fuzzy logics. Part 1, on propositional logic, is the old Introduction, but contains much new;

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An Introduction to Non-Classical Logic

, intuitionist, many-valued, paraconsistent, relevant, and fuzzy logics. Part 1, on propositional logic, is the old Introduction, but contains much new;

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One

of paraconsistent logic in order to offer a radically new treatment of unity. Priest brings together traditions of Western and Asian thought that are;

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Einde inhoud

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