- Davidon-Fletcher-Powell method
- метод Дэвидона-Флетчера-Пауэлла
Авиасловарь. М.А.Левин. 2004.
Davidon-Fletcher-Powell method
Смотреть что такое "Davidon-Fletcher-Powell method" в других словарях:
Davidon–Fletcher–Powell formula — The Davidon–Fletcher–Powell formula (or DFP; named after William C. Davidon, Roger Fletcher, and Michael J. D. Powell) finds the solution to the secant equation that is closest to the current estimate and satisfies the curvature condition (see… … Wikipedia
Davidon-Fletcher-Powell formula — The Davidon Fletcher Powell formula (DFP) finds the solution to the secant equation that is closest to the current estimate and satisfies the curvature condition (see below). It was the first quasi Newton method which generalize the secant method … Wikipedia
Michael J. D. Powell — Michael James David Powell FRS, FIMA (London, 1936 – ) is a British mathematics Professor, retired from Cambridge University, where he earned his bachelors degree and, in 1979, his D.Sc. [1]. He is known for his extensive work in numerical… … Wikipedia
Quasi-Newton method — In optimization, quasi Newton methods (also known as variable metric methods) are well known algorithms for finding local maxima and minima of functions. Quasi Newton methods are based on Newton s method to find the stationary point of a function … Wikipedia
Non-linear least squares — is the form of least squares analysis which is used to fit a set of m observations with a model that is non linear in n unknown parameters (m > n). It is used in some forms of non linear regression. The basis of the method is to… … Wikipedia
Quasi-Newton-Verfahren — sind eine Klasse von numerischen Verfahren zur Lösung nichtlinearer Minimierungsprobleme. Die Verfahren basieren auf dem Newton Verfahren, berechnen die Inverse der Hesse Matrix jedoch nicht direkt, sondern nähern sie lediglich an, um den… … Deutsch Wikipedia
Sqp — Quasi Newton Verfahren sind eine Klasse von numerischen Verfahren zur Lösung nichtlinearer Minimierungsprobleme. Die Verfahren basieren auf dem Newton Verfahren, berechnen die Inverse der Hesse Matrix jedoch nicht direkt, sondern nähern sie… … Deutsch Wikipedia
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Cholesky decomposition — In linear algebra, the Cholesky decomposition or Cholesky triangle is a decomposition of a Hermitian, positive definite matrix into the product of a lower triangular matrix and its conjugate transpose. It was discovered by André Louis Cholesky… … Wikipedia
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Charles George Broyden — (February 3, 1933 – May 20, 2011) was a mathematician who specialized in optimization problems and numerical linear algebra.[1][2][3] While a physicist working at English Electric Company from 1961–1965, he adapted the Davidon–Fletcher–Powell… … Wikipedia
