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Aitia as generative factor in Aristotle's philosophy*

  • J.M. Moravcsik (a1)
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Today we tend to think that such diverse entities as facts of nature, mathematical propositions, and plans for action call for different kinds of accounts. Facts of nature require explanations, mathematical propositions demand proof, and plans for action call for justification. Though explaining, proving, and justifying all count as intellectual activities, it would be alien to most modern frameworks to envisage a general scheme within which these activities would be interrelated, and common denominators established. Still, such a program is hardly unreasonable since all three activities involve understanding. One wants to understand nature, one wants to understand mathematical propositions, and one wants to understand plans for action.

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1 See my “Aristotle on Adequate Explanations,” forthcoming in Synthese.

2 See my “Recollecting the Theory of Forms,” forthcoming in an anthology on Plato, published by Florida State University.

* The content of this paper was discussed in the spring of 1974 with Dr. Gisela Striker, James Kostman, and Mohan Matthen. I am grateful for their comments. I also received very valuable critical comments from William Dray, and Dagfinn Follesdal. Needless to say, it should not be assumed that any of these philosophers would agree with the claims of this paper.

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Dialogue: Canadian Philosophical Review / Revue canadienne de philosophie
  • ISSN: 0012-2173
  • EISSN: 1759-0949
  • URL: /core/journals/dialogue-canadian-philosophical-review-revue-canadienne-de-philosophie
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