Problems In Philosophy • 4

Re: R.J. Lipton and K.W. ReganDid Euclid Really Mean ‘Random’?

These are the forms of time,
which imitates eternity and
revolves according to a law
of number.

Plato • Timaeus • 38 A
Benjamin Jowett (trans.)

It is clear from Aristotle and places in Plato that the good of reasoning from fair samples and freely chosen examples was bound up with notions of probability, which in the Greek idiom meant likeness, likelihood, and likely stories, the question being how much the passing image could tell us of the original idea.

This entry was posted in Aristotle, Computation, Computer Science, Euclid, Genericity, Geometry, Iconicity, Likelihood, Likely Story, Likeness, Mathematics, Number Theory, Philosophy, Philosophy of Mathematics, Plato, Probability, Socrates and tagged , , , , , , , , , , , , , , , , . Bookmark the permalink.

3 Responses to Problems In Philosophy • 4

  1. One of the reasons that Whitehead kept returning to Plato (and, quite frequently, the Timaeus) was because the Greeks held such a high (if often implicit) evaluation of the role of narrative in explanation. Although, “implicit” is probably the wrong term: narrative was so obviously important it never occurred to them to have to justify it. (“Symposium” is my favorite example of this.)

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