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Horner's method
[ hawr-nerz ]
noun
Mathematics.
- a technique, involving successive substitutions, for approximating the real roots of an equation with real coefficients.
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51Թ History and Origins
Origin of Horner's method1
1835–45; named after William G. Horner (died 1837), English mathematician who invented it
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Example Sentences
Examples have not been reviewed.
Horner's method begins to be introduced at Cambridge: it was published in 1820.
From
It was somewhat more than twenty years after I had thus heard a Cambridge tutor show sense of the true place of Horner's method, that a pupil of mine who had passed on to Cambridge was desired by his college tutor to solve a certain cubic equation—one of an integer root of two figures.
From
In a minute the work and answer were presented, by Horner's method.
From
"There is the answer, Sir!" said my pupil, greatly amused, for my pupils learnt, not only Horner's method, but the estimation it held at Cambridge.
From
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