Newton's Method In Optimization
In mathematics, Newton's method is an iterative method for finding roots of equations. In optimization, Newton's method is specialized to find stationary points of differentiable functions, which are the zeros of the derivative function.
Read more about Newton's Method In Optimization: Method, Geometric Interpretation, Higher Dimensions, Other Approximations
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“The next Augustan age will dawn on the other side of the Atlantic. There will, perhaps, be a Thucydides at Boston, a Xenophon at New York, and, in time, a Virgil at Mexico, and a Newton at Peru. At last, some curious traveller from Lima will visit England and give a description of the ruins of St. Paul’s, like the editions of Balbec and Palmyra.”
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—Matthew Arnold (1822–1888)