Nicholas Riegel
University of Toronto (PhD)
In the first part of this paper I argue that beauty and goodness are at least coextensive for Plato. That means that at least with respect to concrete particulars, everything that is good is beautiful and everything that is beautiful is good. Though the good and the beautiful are coextensive, there is evidence that they are not identical. In the second part of the paper I show significance of this relation. In ethics it implies that the good is the right. It also allows one to see how platonists can believe that goodness exists in mathematics. And it explains the usefulness of mathematics in moral education
Keywords Plato, beauty, goodness, coextension, mathematics
Categories No categories specified
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DOI 10.14195/1984-249x_12_15
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References found in this work BETA

Plato's Meno.Dominic Scott - 2006 - Cambridge University Press.
Plato's Lysis.Terry Penner & Christopher Rowe - 2005 - Cambridge University Press.
Plato: Gorgias.I. G. Kidd & E. R. Dodds - 1961 - Philosophical Quarterly 11 (42):79.
Plato's Philosophy of Art.R. G. Collingwood - 1925 - Mind 34 (134):154-172.
Plato: Gorgias.Janet Sisson - 1983 - Philosophical Quarterly 33 (133):406.

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Citations of this work BETA

Eros, Philia and community in Plato and Aristotle.Tulio Alexander Benavides Franco - 2019 - Eidos: Revista de Filosofía de la Universidad Del Norte 30:14-47.
Bondade E Beleza Em Platão.Nicholas Riegel - 2014 - Archai: Revista de Estudos Sobre as Origens Do Pensamento Ocidental 12:143-154.

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