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Husserl's conception of logic
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Husserl
Conceito de lógica

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SILVA, J. J. da . Husserl’s conception of logic. Manuscrito: Revista Internacional de Filosofia, Campinas, SP, v. 22, n. 2, p. 367–397, 1999. Disponível em: https://periodicos.sbu.unicamp.br/ojs/index.php/manuscrito/article/view/8666498. Acesso em: 21 fev. 2024.

Resumo

This paper presentes and discusses Husserl conception of logic, formal logic in particular. A special emphasis is giving to Husserl’s idea of a theory of manifolds as the closure of the thematic field of formal logic. Husserl’s own version of logicism in the philosophy of mathematics is also presented and some aspects of his conception of formal logic are highlighted and contrasted with Frege’s.

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Referências

Bachelard, S, (1968). A Study of Husserl’s Formal and Transcendental Logic (Evanston, Northwestern University Press).

Da Silva, J.J. (1993). Husserl’s Philosophy of Mathematics, Manuscrito 16, nº 2, 121-148.

Frege, G. (1894). Review of Husserl’s Philosophie der Arithmetik, Zeitschrift für Philosophie und philosopische Kritik, 103, pp. 313-332, repr. In Frege (1984).

Frege, G. (1971). Écrits logiques et philosophiques (Paris, Seuil).

Frege, G. (1980). Philosophical and Mathematical Correspondence (Oxford, Blackwell).

Frege, G. (1984). Collected Papers on Mathematics Logic, and Philosophy, ed. Brian McGuinness (Oxford, Blackwell).

Frege, G. (1986; 1884). Foundations of Arithmetic (Oxford, Blackwell).

Hill, C.O. (1991). Word and Object in Husserl,Frege and Russel: The Roots of Twentieth-Century Philosophy (Athens,Ohio University Press).

Husserl, E. (1970). Husserliana, Vol.XII (The Hague, Martinus Nijhoff).

Husserl, E. (1972:1891). Philosophie de I’arithmétique (Paris, PUF).

Husserl, E. (1970: 1900-01). Logical Investigations (New York, Humanities Press).

Husserl, E. (1972; 1913). Ideas - General Introduction to Pure Phenomenology, (New York, Collier-Macmillan).

Husserl, E. (1969; 1929). Formal and Transcendental Logic (The Hague, Martinus Nijhoff).

Husserl, E. (1976; 1954). La crise des sciences européenes et la phénoménologie transcendental (Paris, Gallimard).

Husserl, E. (1970; 1954). Expérience et jugement (Paris, PUF).

Husserl, E. (1984). Husserliana, Vol. XXIV (The Hague, Martinus Nijhoff).

Husserl, E. (1998; 1984). Introduction à la logique et à théorie de la connaissance (1906-1907), Fr. tr. of Hua XXIV (Paris, Vrin).

Husserl, E. (1995). Articles sur la logique (1890-1913), Including Hua XII, pp. 340-500 (Paris, PUF).

Husserl, E. (1987). Correspondance Frege- Husserl (Mauvezin, TER).

Riemann, B. (1959). On the Hypotheses which Lie at the Foundations of Geometry, in (Smith, D.E., ed.) A Source Book in Mathematics (New York, Dover) pp. 411-425.

Rosado Haddock, G. (1997). Husserl’s Relevance for the Philosophy and Foundations of Mathematics, Axiomathes (1-3), 125-132.

Rosado Haddock, G. (1999). To Be a Fregean or To Be a Husserlian: That is the Question For Platonists, Contemporary Mathematics, 235, pp. 295-312.

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Copyright (c) 1999 Manuscrito: Revista Internacional de Filosofia

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