Alexandria and Her Schools; four lectures delivered at the Philosophical Institution, Edinburgh by Charles Kingsley
page 68 of 115 (59%)
page 68 of 115 (59%)
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studied Philo. He perceived so deeply, I may say so exaggeratedly, the
analogy between the Jewish and the Platonic assertions of an Absolute and Eternal Being, side by side with the assertion of a Divine Teacher of man, that he is said to have uttered the startling saying: "What is Plato but Moses talking Attic?" Doubtless Plato is not that: but the expression is remarkable, as showing the tendency of the age. He too looks up to God with prayers for the guidance of his reason. He too enters into speculation concerning God in His absoluteness, and in His connection with the universe. "The Primary God," he says, "must be free from works and a King; but the Demiurgus must exercise government, going through the heavens. Through Him comes this our condition; through Him Reason being sent down in efflux, holds communion with all who are prepared for it: God then looking down, and turning Himself to each of us, it comes to pass that our bodies live and are nourished, receiving strength from the outer rays which come from Him. But when God turns us to the contemplation of Himself, it comes to pass that these things are worn out and consumed, but that the reason lives, being partaker of a blessed life." This passage is exceedingly interesting, as containing both the marrow of old Hebrew metaphysic, and also certain notional elements, of which we find no trace in the Scripture, and which may lead--as we shall find they afterwards did lead--to confusing the moral with the notional, and finally the notional with the material; in plain words, to Pantheism. You find this tendency, in short, in all the philosophers who flourished between the age of Augustus and the rise of Alexandrian Neoplatonism. Gibbon, while he gives an approving pat on the back to his pet "Philosophic Emperor," Marcus Aurelius, blinks the fact that Marcus's philosophy, like that of Plutarch, contains as an integral element, a |
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