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Project MUSE - What Numbers Could Not Be (for Aristotle)

abstract Consensus is building that, for Aristotle, number cannot be a heap and so must rather be a tight unity (a whole). Scholars commenting on the relevant passages typically conclude, further, that number is a hylomorphic unity. After showing that these passages do not support such readings, I examine Aristotles statements about the ontological status of number. I find that his position is that number is a special kind of heap: a measured heap. Since a measured heap has identity criteria, i...
John Cleary Gabriele Galluzzo Julia Annas Edward Halper Stephen Gaukroger David Bostock
Source: jhu.edu

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