Neste artigo revisa-se a literatura sobre paradoxos matemático-físicos gregos antigos. Trata-se de paradoxo de números irracionais, o dilema de Democritus, a antinomia de mudança, bem como os seguintes paradoxos de Zenon: a dicotomia, o Aquiles, os blocos móveis, o argumento contra a pluralidade, o dilema e a semente de painço.
Resenha do livro de Andrade, Abraháo Costa. O pote e a rodilha : tempo e imaginaçáo como história por fazer segundo o pensamento de Paul Ricoeur. Natal: EDUFRN, 2006. [Coleçáo Metafísica]. 134 páginas.
Resenha do livro de Juan Adolfo Bonaccini. Kant e o problema da coisa em si no Idealismo Alemáo : sua atualidade e relevância para a compreensáo do problema da Filosofia. Rio de Janeiro: Relume Dumará, 2003. 442 páginas [Coleçáo Metafísica 3].
Resenha do livro de Juan Adolfo Bonaccini, Maria de Paz Nunes Medeiros, Markus Figueira de Silva e Oscar Frederico Bauchwitz (Org.). Metafísica: história e problemas: atas do I Colóquio Internacional da Metafísica . Natal: EDUFRN, 2006, 332 páginas. [Coleçáo Metafísica n. 5].
The essay, based on four years of living and teaching philosophy in Brazil, is a series of aphorisms about food and hunger as concerns that have left their mark on the Brazilian mind. Alimentary jokes and homilies are retold, gustatory episodes are recalled, larders and cuisines remarked, markets and mealtimes remembered—with constant reference to the idiom of Brazilian Portuguese. The style of thinking is “postphilosophical” in the sense developed in Part II of the author's Negative Dialectics and the End of (...) Philosophy[Longwood, 1990]: it does not so much argue theses as it displays the character of the topic. (shrink)
Dictionary of Paradox is a fascinating reference work for scholars, students, and the general public. It describes those paradoxes that are either especially interesting today or that have a continuing interest from the historical point of view.
In The Republic, Plato presents the analogy of the divided line in order to unify his ontological, epistemological and cosmological doctrine. It is rarely noted, however, that the divided line has mathematical applications. In this paper, we explore the relationship ofthe divided line to the problem ofderiving Pythagorean triples, that is, sets of three integers that serve as the sides of Pythagorean triangles. We also note the significance of this application within a broader context.
Abstrac: In an extended discussion, within the context of a"philosophy offorestry", of the relationships of the concepts of truth and of tree some fundamental aspects of occidental metaphysics are examined from a Heideggerian perspective. But the paper tries to go beyond Heidegger's thematization of metaphysics in the context of pre-Socratic philosophy by establishing Indo-European etymology as a more inclusive horizon. In this manner, the transition from anti-metaphysics to post-metaphysics is anticipated.
Resenha do livro de Giovanna Borradori. A filosofia americana: conversações com Quine, Davidson, Putnam, Nozick, Danto, Rorty, Cavell, MacIntyre e Kuhn . Traduçáo de Álvaro Lorencini. Sáo Paulo: Editora UNESP, 2003, 223 páginas.
Resenha do livro de Reboul, Olivier. Introduçáo à retórica . 2. ed. Traduçáo de Ivone Castilho Benedetti. Sáo Paulo: Martins Fontes, 2004. 253 páginas.
