A Powerful Truncated Newton Method for Potential Energy Minimization (Classic Reprint) - Hardcover

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Excerpt from A Powerful Truncated Newton Method for Potential Energy Minimization

E(x) E(.r1 x2 We will assume that E is twice continuously differentiable and denote 85m the gradient of E at x by the vector g(x) With 11 components T' and the Hesszan i a 635m matrix of second derivatives at x as H(x) With n components H,-j(x) H We are Xi Xj'

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