Introduction to the Philosophy and Writings of Plato by Thomas Taylor
page 66 of 122 (54%)
page 66 of 122 (54%)
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considered by Plato as imperfect and useless, and of no worth. For as
the true end of man according to his philosophy is an assimilation to divinity, in the greatest perfection of which human nature is capable, whatever contributes to this is to be ardently pursued; but whatever has a different tendency, however necessary it may be to the wants and conveniences of the mere animal life, is comparatively little and vile. Hence it necessary to pass rapidly from things visible and audible, to those which are alone seen by the eye of intellect. For the mathematical sciences, when properly studied, move the inherent knowledge of the soul; awaken its intelligence; purify its dianoetic power; call forth its essential forms from their dormant retreats; remove that oblivion and ignorance which are congenial with our birth; and dissolve the bonds arising from our union with an irrational nature. It is therefore beautifully said by Plato in the 7th book of his Republic, "that the soul through these disciplines has an organ purified and enlightened, which is blinded and buried by studies of a different kind, an organ better worth saving than ten thousand eyes, since truth becomes visible through this alone." Dialectic, however, or the vertex of the mathematical sciences, as it is called by Plato in his Republic, is that master discipline which particularly leads us up to an intelligible essence. Of this first of sciences, which is essentially different from vulgar logic, and is the same with what Aristotle calls the first philosophy and wisdom, I have largely spoken in the introduction and notes to the Parmenides. Suffice it therefore to observe in this place, that dialectic differs from mathematical science in this, that the latter flows from, and the former is void of hypothesis. That dialectic has a power of knowing universals; that it ascends to good and the supreme cause of all; and, that it considers good as the end of its elevation; but that the mathematical |
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