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Part of the book series: The New Synthese Historical Library ((SYNL,volume 43))

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Abstract

Our semantics for modal forms can be given a metaphysical interpretation which fits certain aspects of Aristotle’s essentialism, including part of the doctrine of the predicables. In this Chapter we consider the nature of metaphysical theories in general and essentialism in particular; we show that Aristotle was an essentialist and that our semantics for his modal syllogistic can be given an essentialist interpretation; we identify which parts of Aristotle’s essentialism are, or can by extension be, included in our semantics, and which cannot; we develop rudimentary formal analyses of the latter and we mention some non-Aristotelian essentialist theories that are expressible in the systems E Q 0–5.

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References

  1. This is Plato’s way of drawing the contrast.

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  2. See the quote from Democritus below.

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  6. For an eloquent statement of the connection between ‘real’ and ‘cognitively reliable’ see VLASTOS p.49ff.

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  8. E.g. PLANTINGA.

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  14. PATTERSON 1989 pp.19–20. That the weak sense is implied by the strong is explicitly stated in PATTERSON 1990 p.166 note 31.

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  16. For a discussion of these passages see THOM 1991 p.536.

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  17. For a historical survey of accounts of necessary accidents, see VAN RIJEN Chapter 7.

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  18. See FEREJOHN p.98.

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  19. PATTERSON 1995 p.44 notes that “... letting White be... a differentia of Swan would violate Aristotle’s strictures on division, because White would not entail all the essential ancestors of Swan.”

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  27. PATTERSON 1995 Appendix, where Patterson replaces his earlier talk of contrariety with talk of incompatibility. I have used the earlier formulation. A question not raised by Patterson is whether the ‘incompatibility’ mentioned here is metaphysical or logical.

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  33. For textual evidence that Aristotle was of this view, see WATERLOW, ch.2 n.4. But see also her Appendix to ch.1.

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  35. COCCHIARELLA 1976 p.205.

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  36. Cf. (K11) in COCCHIARELLA 1976, p.219. Brian Ellis rejects this principle, giving the example of cuprous oxide, copper compounds, and oxides, all of which he takes to be Kinds, the first being a species of overlapping genera. Concerning this example, one wonders whether all copper compounds (or all oxides) are similar enough to form a Kind. One also wonders whether cuprous oxide should be taken as a Kind. The alternative would be to restrict chemical Kinds to the elements, counting samples of cuprous oxide not as belonging to a Kind but as derived by a relation of composition from things that do belong to Kinds.

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  39. For an illuminating discussion see FREELAND 1987 §2.

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  41. PELLETIER pp.50–52.

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  42. DANTE, Inferno 4.145–146.

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© 1996 Kluwer Academic Publishers

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Thom, P. (1996). Essentialism. In: The Logic of Essentialism. The New Synthese Historical Library, vol 43. Springer, Dordrecht. https://doi.org/10.1007/978-94-009-1663-0_11

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  • DOI: https://doi.org/10.1007/978-94-009-1663-0_11

  • Publisher Name: Springer, Dordrecht

  • Print ISBN: 978-94-010-7244-1

  • Online ISBN: 978-94-009-1663-0

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