Titlebook: Aristotle‘s Modal Proofs; Prior Analytics A8-2 Adriane Rini Book 2011 Springer Science+Business Media B.V. 2011 Ancient logic.Aristotle.Mod

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The Assertoric Syllogistic in LPCThis way of representing Aristotle is often regarded with suspicion. It should not be, and I want to take this chapter to explain why it should not. Developing a modern LPC representation of Aristotle’s logic is straightforward, and so the reasons that are usually offered against this approach need

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A Realm of Darknessunts. Albrecht Becker argues that the modal syllogistic falls apart because Aristotle makes a crucial mistake involving two different uses of .. (Becker 1933, pp. 41 – 43) Becker notices that Aristotle’s modal syllogisms appear to require that necessity acts as a qualifier on terms.

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Technicolour Termsthat ‘Aristotle’s doctrine of substance is integral to most of his philosophical work, not, however, to his strictly formal logic – a discipline which he inaugurated.’ (Anscombe 1961, p. vi) Whether or not Anscombe is correct it certainly seems clear that Aristotle thought that there could be no . s

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Representing the Modals denoted by X, a proposition about necessity by L, and a proposition about possibility by either M or Q depending on the kind of possibility involved. Thus, Barbara LLL is Barbara with premises and conclusion all necessary propositions, Barbara LXL is Barbara with the first premise a necessary propo

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Against the Canonical Listings. are mainly A10 and A11. And I will follow Aristotle’s text closely in order to best explain the omissions I make – for there are differences between what Aristotle’s text requires and what an interpretive tradition requires. All the way through . A9–11, Aristotle gives a new and separate proof of

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