Plato's Doctrine Respecting the Rotation of the Earth and Aristotle's Comment Upon That Doctrine — Aristotle — John Shaqi
Plato's Doctrine Respecting the Rotation of the Earth and Aristotle's Comment Upon That Doctrine
Aristotle · en
When expositors in Plutarch's day, and since his day, enquired
whether or not the Platonic Timæus affirmed the rotation of the
earth, they meant to designate the rotation of the earth in the
sense of Aristarchus, and in the sense in which modern astronomy
understands that capital fact. Now speaking the language of modern
astronomy, I think it certain that the rotation of the earth is
_not_ to be found affirmed in the Platonic Timæus; and I
agree with M. Boeckh when he says (Untersuch. p. 77), "Granting
that Aristotle ascribed to Plato the doctrine of the rotation of
the earth, he at least did not ascribe to him the doctrine as
Gruppe assumes, and as now understood." As between Gruppe--who
holds that the Platonic Timæus affirms the rotation of the earth,
and that Aristotle ascribes it to him, in our sense of the
words--and M. Boeckh, who denies this--I stand with the latter for
the negative. But when M. Boeckh assumes that the only alternative
doctrine is the immobility of the earth, and tries to show that
this doctrine is proclaimed in the Platonic Timæus--nay, that no
opposite doctrine _can_ be proclaimed, because the discourse
expressly announces the rotation of the sidereal heaven in
twenty-four hours--I am compelled to dissent from him as to the
conclusion, and to deny the cogency of his proof. M. Boeckh has
hardly asked himself the question, whether there was not some
other sense in which Plato might have affirmed it in the Timæus. I
have endeavoured to show that there was another sense; that there
are good analogies in Plato to justify the belief that he intended
to affirm the doctrine in that other sense; and that the comments
of Aristotle--while thoroughly pertinent, if we thus understand
the passage in the Timæus--become either irrelevant, dishonest, or
absurd, if we construe the passage as signifying either what is
maintained by M. Boeckh or what is maintained by Gruppe.