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Paraconsistency as a book category gathers works about logics and philosophical approaches that tolerate contradictions without collapsing into triviality — i.e., they reject the classical principle of explosion that anything follows from a contradiction. It includes technical textbooks and monographs on paraconsistent logics (proof theory, semantics, model theory, systems like LP, RM3, relevant logics), philosophical treatments (dialetheism, metaphysics, epistemology), and applied studies showing how inconsistency-tolerant reasoning helps in AI, knowledge representation, databases, law, and science. The category also covers methodological issues (belief revision, inconsistency measurement, paraconsistent mathematics and set theory), surveys and primers for non-specialists, and even interdisciplinary or literary explorations of paradox and contradiction. In short, a Paraconsistency shelf is for readers interested in systematic ways to reason with, analyze, and exploit contradictions rather than simply eliminating them.

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