The constitution of mathematical science from a phenomenological perspective

Autores

DOI:

https://doi.org/10.37001/ripem.v1i1.1125

Palavras-chave:

Conception of Mathematics, Phenomenology, Knowledge

Resumo

The objective of this paper is to present a phenomenological conception of mathematics initiated and developed by Edmund Husserl. This author left a vast collection of works regarding the interrogation that inspired him throughout his life: the objective nature of mathematics. With the aim of presenting only an introduction to the theme, we will highlight the following topics: biographical data about the author, the homeland in which the Husserlian vision bears fruit; aspects that constitute the phenomenological conception of knowledge and its production, including, therefore, those related to the process of the idealization of mathematical objects.

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Referências

DESANTI, Jean. P. (1976) As Idealidades Matemáticas. In. Castells, M. et alli. Epistemologia e Ciências Sociais. Porto: Edições Rés Ltda.

Encyclopedia of Philosophy. 2004. In. http://www.utm.edu/research/iep/h/husserl.htm (visited on January 13th, 2004)

HUSSERL, Edmund. P. (1970) Objectivity and the World of Experience. Apendix V. In. Edmund Husserl. The Crisis of European Sciences and Transcendental Phenomenology. Op.cit. p.343-351.

HUSSERL, Edmund. P. (1970) The Crisis of European Sciences and Transcendental Phenomenology. Evanston: Northwestern Press.

HUSSERL, Edmund. P. (1970) The Origen of Geometry. Apendix VI In Edmund Husserl. The Crisis of European Sciences and Transcendental Phenomenology. Op.cit. p.353 a 378.

HUSSERL, Edmund. P. (1972) Author’s Preface to the English Edition. In. Edmund Husserl Ideas – Introduction to Pure Phenomenology op.cit. p. 5-22.

HUSSERL, Edmund. P. (1972) Ideas – General Introduction to Pure Phenomenology. Fourth Edition. London: Collier-Macmillan Ltd.

SILVA, Jairo José da, and alli. (eds) P. (2000).Manuscrito. Revista Internacional de Filosofia. Vol. XXIII – nº2 – outubro.

SMITH, Barry and alli (editors). P. (1996).The Cambridge Companion to Husserl. Cambridge: University Press.

TIESZEN, Richard. Mathematics. In. Smith, Barry and alli (editors). The Cambridge Companion to Husserl. Op.cit. p. 438-462

Publicado

2011-01-01

Como Citar

BICUDO, M. A. V. The constitution of mathematical science from a phenomenological perspective. Revista Internacional de Pesquisa em Educação Matemática, v. 1, n. 1, p. 54-67, 1 jan. 2011.

Edição

v. 1 n. 1 (2011): jan./dez.

Seção

Artigos
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