Introduction to the Literature of Europe in the Fifteenth, Sixteenth, and Seventeenth Centuries, Vol. 2Hallam, Henry
History
Introduction to the Literature of Europe in the Fifteenth, Sixteenth, and Seventeenth Centuries, Vol. 2
Hallam, Henry
Literature, Modern -- History and criticism
[230] One of the rules Descartes lays down in his posthumous art
of logic, is that we ought never to busy ourselves except about
objects concerning which our understanding appears capable of
acquiring an unquestionable and certain knowledge, vol. xi., p.
204. This is at least too unlimited a proposition, and would
exclude, not indeed all probability, but all inquiries which must
by necessity end in nothing more than probability. Accordingly,
we find in the next pages, that he made little account of any
sciences but arithmetic and geometry, or such others as equal
them in certainty. “From all this,” he concludes, “we may infer,
not that arithmetic and geometry are the only sciences which we
must learn, but that he who seeks the road to truth should not
trouble himself with any object of which he cannot have as
certain a knowledge, as of arithmetical and geometrical
demonstrations.” It is unnecessary to observe what havoc this
would make with investigations, even in physics, of the highest
importance to mankind.
Beattie, in the essay on Truth, part ii. chap. 2, has made some
unfounded criticisms on the scepticism of Descartes, and
endeavours to turn into ridicule his, Cogito; ergo sum. Yet if
any one should deny his own, or our existence, I do not see how
we could refute him, were he worthy of refutation, but by some
such language; and, in fact, it is what Beattie himself says,
more paraphrastically, in answering Hume.
|He arrives at more certainty.|
88. The certainty of an existing Ego easily led him to that of the
operations of the mind, called afterwards by Locke ideas of
reflection, the believing, doubting, willing, loving, fearing, which
he knew by consciousness, and indeed by means of which alone he knew
that the Ego existed. He now proceeded a step farther; and reflecting
on the simplest truths of arithmetic and geometry, saw that it was as
impossible to doubt of them as of the acts of his mind. But as he had
before tried to doubt even of these, on the hypothesis that he might
be deceived by a superior intelligent power, he resolved to inquire
whether such a power existed, and if it did, whether it could be a
deceiver. The affirmative of the former, and the negative of the
latter question Descartes established by that extremely subtle
reasoning so much celebrated in the seventeenth century, but which has
less frequently been deemed conclusive in later times. It is at least
that which no man, not fitted by long practise for metaphysical
researches, will pretend to embrace.
|His proof of a Deity.|
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