An introduction to mathematics, by A. N. Whitehead.

DIFFERENTIAL CALCULUS 219 tician and a philosopher, and each of them in his own department of thought was one of the greatest men of genius that the world has known. The joint invention was the occasion of an unfortunate and not very creditable dispute. Newton was using the methods of Fluxions, as he called the subject, in 1666, and employed it in the composition of his Principia, although in the work as printed any special algebraic notation is avoided. But he did not print a direct statement of his method till 1693. Leibniz published his first statement in 1684. He was accused by Newton's friends of having got it from a MS. by Newton, which he had been shown privately. Leibniz also accused Newton of having plagiarized from him. There is now not very much doubt but that both should have the credit of being independent discoverers. The subject had arrived at a stage in which it was ripe for discovery, and there is nothing surprising in the fact that two such able men should have independently hit upon it. These joint discoveries are quite common in science. Discoveries are not in general made before they have been led up to by the previous trend of thought, and by that time many minds are in hot pursuit of the important idea. If we merely keep to discoveries in which Englishmen are concerned,

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Title
An introduction to mathematics, by A. N. Whitehead.
Author
Whitehead, Alfred North, 1861-1947.
Canvas
Page 200
Publication
New York,: H. Holt and company; [etc., etc.,
c1911]
Subject terms
Mathematics

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"An introduction to mathematics, by A. N. Whitehead." In the digital collection University of Michigan Historical Math Collection. https://name.umdl.umich.edu/aaw5995.0001.001. University of Michigan Library Digital Collections. Accessed April 30, 2025.
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