By A. Rupert Hall
OCR text.
Synopsis:
In this dependent, soaking up biography of Isaac Newton (1642-1727), Rupert corridor surveys the enormous box of recent scholarship which will interpret Newton's mathematical and experimental method of nature. arithmetic was once regularly the private, such a lot cutting edge and efficient of Newton's pursuits. in spite of the fact that, he used to be additionally a historian, theologian, chemist, civil servant and common thinker. those diversified reviews have been unified in his unmarried layout as a Christian to discover each side of God's production. The exploration up to now 40 years of Newton's large manuscript legacy, has vastly altered past tales of Newton's existence, throwing new mild on his character and mind. Hall's dialogue of this study, first released in 1992, indicates that Newton can't easily be defined as a Platonist, or mystic. He continues to be a posh and enigmatic genius with an immensely inventive and commonsensical brain.
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Extra resources for Isaac Newton: Adventurer in Thought
Sample text
Newton was brought to the inception of his great mathematical discoveries, to be treated in the next chapter. Obviously as an undergraduate Newton had contact with at least one individual interested in mathematics, since he borrowed Schooten's Geometria (in its second edition of 1659-61) and also "Wallis's Works". These were far from being ordinary or cheap books. The individual might have been someone unknown to history, like William Sherlock of Peterhouse, from whom (or some owner after him) Newton acquired his own copy of the 1649 edition of the same book.
38 However, the rather meagre evidence in favour of a revival of mathematics and science at Cambridge during the Interregnum has only an indirect bearing on the question of the character of the intellectual environment in which Newton found himself there, in the year following the Restoration. That the curriculum was outmoded and the instructional programme chaotic no one doubts. Boys were at their tutor's mercy. 39 As it is, we know nothing at all of how Benjamin Pulleyn handled his pupils, Newton among them.
2 4 6 8 10 12 14 Multiplying each successive fraction into the preceding product yields another series of numbers: . , 1 1 1 5 2 7 21 33 8 16 128 256 1024 2048 Applying these fractions as coefficients to the series of even powers Newton produced the equivalence: — 32 — "THE PRIME OF MY AGE ... " , 1664-1667 8 x i r x x3 x5 x7 5x9 2 - /l-x = - - - - — - — -... 2 / 2 4 16 32 256 From this expression the quadrature of the circle can be derived, the number of terms being extendable to the limits of the calculator's patience.