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Aristotle on friendship and the lovable

Aristotle on friendship and the lovable
Aristotle on friendship and the lovable
In this paper, I argue that Aristotle's basic principle, that all friends love only because of the lovable, is egoistic. First, I argue that 'the lovable' (τὸ φιλητὸν) refers to that which appears to contribute to one's own happiness. Second, I argue that the lovable is the final cause of love. This means that in loving only because of the lovable, all friends love only for the sake of what appears to contribute to their own happiness. Further, Aristotelian love for others not only requires that these others appear to contribute to one's own happiness but also prioritizes one's own happiness; Aristotelian love is therefore in some sense egoistic.
1538-4586
221-245
Kim, Bradford
70cbecb5-ac2b-4a4a-946e-1ef9bf68c81c
Kim, Bradford
70cbecb5-ac2b-4a4a-946e-1ef9bf68c81c

Kim, Bradford (2021) Aristotle on friendship and the lovable. Journal of the History of Philosophy, 59 (2), 221-245. (doi:10.1353/hph.2021.0025).

Record type: Article

Abstract

In this paper, I argue that Aristotle's basic principle, that all friends love only because of the lovable, is egoistic. First, I argue that 'the lovable' (τὸ φιλητὸν) refers to that which appears to contribute to one's own happiness. Second, I argue that the lovable is the final cause of love. This means that in loving only because of the lovable, all friends love only for the sake of what appears to contribute to their own happiness. Further, Aristotelian love for others not only requires that these others appear to contribute to one's own happiness but also prioritizes one's own happiness; Aristotelian love is therefore in some sense egoistic.

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Published date: 26 April 2021

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Local EPrints ID: 489187
URI: http://eprints.soton.ac.uk/id/eprint/489187
ISSN: 1538-4586
PURE UUID: a6876a72-4764-4379-951b-0a8c367c95f1
ORCID for Bradford Kim: ORCID iD orcid.org/0000-0002-3506-7067

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Date deposited: 17 Apr 2024 16:30
Last modified: 24 Apr 2024 02:11

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Author: Bradford Kim ORCID iD

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