Arnon Avron on Semantics and Proof Theory of Non-Classical Logics

Arnon Avron on Semantics and Proof Theory of Non-Classical Logics

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Springer Nature Switzerland AG

09/2021

337

Dura

Inglês

9783030712570

Pré-lançamento - envio 15 a 20 dias após a sua edição

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Arnon Avron. An uncertain road to certaintyOfer Arieli and Anna Zamansky. Introduction: Non-classical logics - Between semantics and proof theory (In relation to Arnon Avron's work)Katalin Bimbo. Interpretations of weak positive modal logicsCarlos Caleiro and Sergio Marcelin. On axioms and rexpansionsWalter Carnielli and Juliana Bueno-Soler. Credal calculi, evidence, and consistencyAlmudena Colacito, Nikolaos Galatos and George Metcalfe. Theorems of alternatives for substructural logicsMarcelo E. Coniglio, Francesc Esteva, Joan Gispert and Lluis Godo. Degree-preserving Goedel logics with aninvolution: intermediate logics and (ideal) paraconsistencyJ. Michael Dunn. R-mingle is nice, and so is Arnon AvronMelvin Fitting. The strict/tolerant idea and bilatticesDov Gabbay. What is negation in a system 2020?Edwin Mares. Relevance Domains and the Philosophy of ScienceDaniele Mundici. Consequence relations with real truth-valuesSara Negri. Geometric rules in infinitary logicSergei Odinstov, Daniel Skurt and Heinrich Wansing. Connexive variants of modal logics over FDEArnon Avron. Comments on the Papers Arnon Avron - List of publications.
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Computer Science logic;Logics for Artificial Intelligence;Non-classical Logics;Semantics and Proof theory;Paraconsistent Logics;Relevance Logics;Non-deterministic Semantics;Reasoning with Inconsistent Information;Between semantics and proof theory;Interpretations of weak positive modal logics;Credal calculi, evidence, and consistency;Theorems of alternatives for substructural logics;Degree-preserving Goedel logics with aninvolution;intermediate logics and (ideal) paraconsistency;strict/tolerant idea and bilattices;What is negation in a system 2020;Relevance Domains and the Philosophy of Science;Consequence relations with real truth-values;Geometric rules in infinitary logic;Connexive variants of modal logics over FDE