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Profile: Javier Legris (Universidad de Buenos Aires (UBA))
  1. Javier Legris (2012). Parafrasi Schröderiane Ovvero Ernst Schröder Le Operazioni Del Calcolo Logico. [REVIEW] History and Philosophy of Logic 33 (3):291-293.
    History and Philosophy of Logic, Volume 33, Issue 3, Page 291-293, August 2012.
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  2. Javier Legris (2010). Deducciones Estructurales y Análisis de la Consecuencia Lógica. Princípios 8 (10):86-108.
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  3. Javier Legris (2008). Chateaubriand on Symbolism and Logical Form. Manuscrito 31 (1):203-215.
    The aim of this paper is to frame briefly Chateaubriand’s conception of logical forms in the distinction between logic and language as calculus and logic as universal language, devised by Jean van Heijenoort and later generalized by Jaakko Hintikka. The most important reasons to connect Chateaubriand’s conception with this distinction are perhaps Chateaubriand’s criticism of the linguistic approach to logical forms and the role Chateaubriand assigns to symbolism in his own account.O propósito deste artigo é localizar brevemente a concepção de (...)
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  4. Javier Legris (2005). On the Epistemological Justification of Hilbert's Metamathematics. Philosophia Scientiae 9 (2):225-238.
    The aim of this paper is to examine the idea of metamathematical deduction in Hilbert’s program showing its dependence of epistemological notions, specially the notion of intuitive knowledge. It will be argued that two levels of foundations of deduction can be found in the last stages of Hilbert’s Program. The first level is related to the reduction – in a particular sense – of mathematics to formal systems, which are ‘metamathematically’ justified in terms of symbolic manipulation. The second level of (...)
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  5. Javier Legris (2004). A Hundred Years Of Logical Investigations. [REVIEW] Bulletin of Symbolic Logic 10 (3):419-420.
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  6. Javier Legris (2004). Vilkko Risto. A Hundred Years of Logical Investigations. Reform Efforts of Logic in Germany 1781–1879. Mentis, Paderborn, 2002, 208 Pp. [REVIEW] Bulletin of Symbolic Logic 10 (3):419-421.
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  7. Javier Legris (2001). Deducción Y Conocimiento En Los Orígenes de la Teoría de la Demostración (Deduction and Knowledge in the Origins of Proof Theory). Theoria 16 (3):521-538.
    Este trabajo tiene por objetivo examinar la idea de deducción metamatemática en el programa de Hilbert, mostrando su dependencia de conceptos gnoseológicos, tales como el de conocimiento intuitivo. También se comparará esta concepcion de la deducción con la fundamentación intuicionista de la logica. Sostendré que esta deducción metamatemática lleva a una caracterización de la logica como una teoría de las deducciones formales en un sentido particular.This paper aims to examine the idea of metamathematical deduction in Hilbert’s program showing its dependence (...)
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  8. Javier Legris (1998). Paul Hertz y los orígenes de la teoría de la demostración. Episteme 3 (7):148-157.
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