In ContradictionClarendon Press, 16. feb. 2006 - 352 strani In Contradiction advocates and defends the view that there are true contradictions (dialetheism), a view that flies in the face of orthodoxy in Western philosophy since Aristotle. The book has been at the centre of the controversies surrounding dialetheism ever since its first publication in 1987. This second edition of the book substantially expands upon the original in various ways, and also contains the author's reflections on developments over the last two decades. Further aspects of dialetheism are discussed in the companion volume, Doubt Truth to be a Liar, also published by Oxford University Press. |
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abstract apply argue argument assert axioms Beall believe category theory chapter claim classical logic consequence consistent construction context contradiction cumulative hierarchy defined deontic dialetheias dialetheism discussion disjunction disjunctive syllogism endorse entailment example extensional fact false finite follows formula function give given Hegel Hegelean account Hence holds inconsistent arithmetics inference instant interpretation intuitionist issue kind language least Lemma liar liar paradox logician mathematical meaning model theory naive proof naive set theory natural negation non-trivial noted notion objects obligations orthodox paraconsistent logic particular Philosophical philosophy of mathematics possible worlds precisely Priest principle problem propositional parameter provable prove quantifiers quasi-valid question rationally acceptable realism reason recursive relevant relevant logic Routley rules sect semantic paradoxes sense sentence simply suggested suppose T-scheme Tarski things thought true iff truth conditions truth predicate truth value gaps valid
Priljubljeni odlomki
Stran 1 - That true and positive meaning of the antinomies is this : that every actual thing involves a coexistence of opposed elements. Consequently to know, or, in other words, to comprehend an object is equivalent to being conscious of it as a concrete unity of opposed determinations.