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DTSTAMP:20260910T090229Z
DTSTART;TZID=America/Toronto:20170310T090000
DTEND;TZID=America/Toronto:20170310T103000
SUMMARY:Aristotle’s Definition of Time: A Modest Proposal
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TZID:America/Toronto
LOCATION:1151 Richmond Street\, London\, Canada\, N6A 5B8
DESCRIPTION:<p>Aristotle&rsquo\;s definition of time is a real head-scratcher: &lsquo\;number of motion with respect to before and after&rsquo\;. The phrase is opaque\, to say the least. Moreover\, it flirts with danger: it seems to suggest that somehow time is <em>made up of</em> countable instants. And yet nothing could be clearer than that Aristotle would not have made that elementary mistake: he was very clear-headed about the nature of continua\, of mathematical density. So what on earth does the definition mean? </p>\n\n<p>The phrase\, of course\, has puzzled commentators from the get-go. Many have gone poking around in the <em>arcana</em> of ancient mathematics to try to find a meaning of &lsquo\;number&rsquo\; that would make sense here. Some of these proposals have been very ingenious\, even acrobatic. Other commentators have said that Aristotle must be using the word &lsquo\;number&rsquo\; metaphorically &ndash\; but it seems implausible that\, in an otherwise sober discussion\, he would make such prominent use of a metaphor\, without at least flagging it as such. It&rsquo\;s a puzzling business.</p>\n\n\n<p>This paper is deflationary. Based on some modest philological and grammatical research\, as well as a culinary parallel\, it shows that the meaning of the phrase is extremely easy and straightforward: for a millennium and a half we have been mishearing it. It&rsquo\;s all so simple &ndash\; once you see it.</p>
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