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Abstract
En este artículo proponemos que el examen del concepto de demostración de Oswaldo Chateaubriand en los capítulos 19, 20 y 21 de la Parte II de Logical Forms incluye aspectos retóricos (la dependencia del auditorio y carácter entimemático de las demostraciones) y dialécticos (estrategias de aceptación de principios de demostración).
Abstract:
In this paper we argue that Oswaldo Chateaubriand’s conception of proof, in chapters 19, 20, and 21 of Part II of Logical Forms, incorporates rhetorical aspects (the dependence on the audience and the enthymematic character of proofs), and dialectical aspects (strategies for accepting principles of proof).
Keywords: Mathematical Proof. Rhetoric. Dialectic.
References
CHATEAUBRIAND, O. Logical Forms. Part II: Logic, Language, and Knowledge. Campinas: Unicamp, Centro de Lógica, Epistemologia e História da Ciência, 2005. (Coleção CLE, v. 42) KLEIN, J. Greek Mathematical Thought and the Origin of Algebra. New York: Dover Publications, Inc., 1968.
LAUSBERG, H. Elementos de Retórica Literária. Lisboa: Fundação Calouste Gulbekian, 1993.
MANCOSU, P. Philosophy of Mathematics & Mathematical Practice in the Seventeenth Century. New York: Oxford University Press, 1999.
VIGO, A. Aristóteles. Una Introducción. Santiago de Chile: IES, 2007.
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