A logical theory should provide a general criterion of validity. "Relevant Logic" sets out to establish such a criterion, and to describe the philosophical basis and the formal theory of logical argument. The notion of relevance required for this theory is obtained by an analysis of the grounds for asserting a formula in a proof. Stephen Read essays a deduction of proof-theory embracing classical, relevant and modal logics and consistent with the appropriate semantics. "Relevant Logic" also contains a philosophical analysis of the notion of meaning as it relates to logical theory. The work is aimed at specialists in philosophical logic, formal logic, cognitive science, semantics and computer science.
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A logical theory should provide a general criterion of validity. "Relevant Logic" sets out to establish such a criterion, and to describe the philosophical basis and the formal theory of logical argument. The notion of relevance required for this theory is obtained by an analysis of the grounds for asserting a formula in a proof. Stephen Read essays a deduction of proof-theory embracing classical, relevant and modal logics and consistent with the appropriate semantics. "Relevant Logic" also contains a philosophical analysis of the notion of meaning as it relates to logical theory. The work is aimed at specialists in philosophical logic, formal logic, cognitive science, semantics and computer science.
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Hardcover. Condición: Near Fine. Estado de la sobrecubierta: Very Good. 1st Edition. viii, 199 pages. Text block very slightly sunned. Top of dust-wrapper has some extremely mild creases. "Relevant Logic" describes the philosophical basis and the formal theory of logical argument. The notion of relevance required for this theory is obtained by analysis of the grounds for asserting a formula in a proof. Stephen Read's proof-theory embraces classical, relevant and modal logics and is consistent with the appropriate semantics. "Relevant Logic" also contains a philosophical analysis of the notion of meaning as it relates to logical theory. Nº de ref. del artículo: 4083
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