Uma Heurística Platônica para Termos Pitagóricos
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 t...
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oai:periodicos.ufrn.br:article-6992016-12-16T16:48:03Z Uma Heurística Platônica para Termos Pitagóricos Fossa, John A. Erickson, Glenn W. 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. EDUFRN 2010-10-04 info:eu-repo/semantics/article info:eu-repo/semantics/publishedVersion Avaliado pelos pares application/pdf https://periodicos.ufrn.br/principios/article/view/699 Princípios: Revista de Filosofia (UFRN); v. 4 n. 05 (1997): Princípios: revista de filosofia; 147-158 1983-2109 0104-8694 por https://periodicos.ufrn.br/principios/article/view/699/642 Copyright (c) 2014 Princípios: Revista de Filosofia (UFRN) |
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author |
Fossa, John A. Erickson, Glenn W. |
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Fossa, John A. Erickson, Glenn W. Uma Heurística Platônica para Termos Pitagóricos |
author_facet |
Fossa, John A. Erickson, Glenn W. |
author_sort |
Fossa, John A. |
title |
Uma Heurística Platônica para Termos Pitagóricos |
title_short |
Uma Heurística Platônica para Termos Pitagóricos |
title_full |
Uma Heurística Platônica para Termos Pitagóricos |
title_fullStr |
Uma Heurística Platônica para Termos Pitagóricos |
title_full_unstemmed |
Uma Heurística Platônica para Termos Pitagóricos |
title_sort |
uma heurística platônica para termos pitagóricos |
description |
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. |
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EDUFRN |
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2010 |
url |
https://periodicos.ufrn.br/principios/article/view/699 |
work_keys_str_mv |
AT fossajohna umaheuristicaplatonicaparatermospitagoricos AT ericksonglennw umaheuristicaplatonicaparatermospitagoricos |
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1766681766640222208 |