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Citations of:

De Partibus Animalium I and de Generatione Animalium I

(ed.)
Clarendon Press (1992)

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  1. Aristotle's Actual Infinities.Jacob Rosen - 2021 - Oxford Studies in Ancient Philosophy 59.
    Aristotle is said to have held that any kind of actual infinity is impossible. I argue that he was a finitist (or "potentialist") about _magnitude_, but not about _plurality_. He did not deny that there are, or can be, infinitely many things in actuality. If this is right, then it has implications for Aristotle's views about the metaphysics of parts and points.
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  • O ser humano cultivado (pepaideumenos) em Aristóteles.Lucas Angioni - 2017 - Filosofia E Educação 9 (1):165-196.
    I discuss the notion of education or educatedness (paideia) involved in the ‘educated human being’ (pepaideumenos), which Aristotle presents at the beginning of his Parts of Animals and a few other passages. The competence of educated human beings makes them able to evaluate some aspects of the explanations in a given domain without having a determinate knowledge about the specific subject-matter in that domain. I examine how such a competence is possible and how it is related to other critical abilities (...)
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  • Aristotle’s Non-‘Dialectical’ Methodology in the Nicomachean Ethics.Gregory Salmieri - 2009 - Ancient Philosophy 29 (2):311-335.
    The Nicomachean Ethics is generally thought to be a “dialectical” work, aimed at resolving aporia in a set of endoxa, which it takes as its starting-point. I argue that Aristotle’s aim in the treatise is, rather, to produce definitions of key ethical terms, and that his starting-points are limited to evaluative and discriminative judgments of a certain sort, which are demanded by the nature of the discipline and are not endoxa. I discuss also how the definitions are reached (focusing on (...)
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  • Il bello in Aristotele. Fisica, matematica, filosofia prima.Lisa Bressan - unknown
    The work analyses the meaning of the concept of beauty in Aristotle's philosophy, in particular in theoretical sciences: physics, mathematics, first philosophy.
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