Alexandria and Her Schools; four lectures delivered at the Philosophical Institution, Edinburgh by Charles Kingsley
page 110 of 115 (95%)
page 110 of 115 (95%)
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apparently solitary instance, and one which, in its own day, had no
effect; for the fact was forgotten, and rediscovered centuries after by Tycho Brahe. To Albatani, however, we owe two really valuable heirlooms. The one is the use of the sine, or half-chord of the double arc, instead of the chord of the arc itself, which had been employed by the Greek astronomers; the other, of even more practical benefit, was the introduction of the present decimal arithmetic, instead of the troublesome sexagesimal arithmetic of the Greeks. These ten digits, however, seem, says Professor Whewell, by the confession of the Arabians themselves, to be of Indian origin, and thus form no exception to the sterility of the Arabian genius in scientific inventions. Nevertheless we are bound, in all fairness, to set against his condemnation of the Arabs Professor De Morgan's opinion of the Moslem, in his article on Euclid: "Some writers speak slightingly of this progress, the results of which they are too apt to compare with those of our own time. They ought rather to place the Saracens by the side of their own Gothic ancestors; and making some allowance for the more advantageous circumstances under which the first started, they should view the second systematically dispersing the remains of Greek civilisation, while the first were concentrating the geometry of Alexandria, the arithmetic and algebra of India, and the astronomy of both, to form a nucleus for the present state of science." To this article of Professor De Morgan's on Euclid, {2} and to Professor Whewell's excellent "History of the Inductive Sciences," from which I, being neither Arabic scholar nor astronomer, have drawn most of my facts about physical science, I must refer those who wish to know more of the early rise of physics, and of their preservation by the Arabs, till a great and unexpected event brought them back again to the quarter of the globe where they had their birth, and where alone they could be |
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