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- Hessian_automatic_differentiation abstract "In applied mathematics, Hessian automatic differentiation are techniques based on automatic differentiation (AD)that calculate the second derivative of a -dimensional function, known as the Hessian Matrix.When examining a function in a neighborhood of a point, one can discard many complicated globalaspects of the function and accurately approximate it with simpler functions. The quadratic approximation is the best-fitting quadratic in the neighborhood of a point, and is frequently used in engineering and science. To calculate the quadratic approximation, one must first calculate its gradient and Hessian matrix.Let , for each the Hessian matrix is the second order derivative and is a symmetric matrix. See the article on Hessian matrices for more on the definition.".
- Hessian_automatic_differentiation wikiPageExternalLink summary?doi=10.1.1.66.2603.
- Hessian_automatic_differentiation wikiPageID "37730840".
- Hessian_automatic_differentiation wikiPageRevisionID "582029357".
- Hessian_automatic_differentiation hasPhotoCollection Hessian_automatic_differentiation.
- Hessian_automatic_differentiation subject Category:Differential_calculus.
- Hessian_automatic_differentiation subject Category:Matrices.
- Hessian_automatic_differentiation comment "In applied mathematics, Hessian automatic differentiation are techniques based on automatic differentiation (AD)that calculate the second derivative of a -dimensional function, known as the Hessian Matrix.When examining a function in a neighborhood of a point, one can discard many complicated globalaspects of the function and accurately approximate it with simpler functions.".
- Hessian_automatic_differentiation label "Hessian automatic differentiation".
- Hessian_automatic_differentiation sameAs m.0qfpq9s.
- Hessian_automatic_differentiation sameAs Q17023333.
- Hessian_automatic_differentiation sameAs Q17023333.
- Hessian_automatic_differentiation wasDerivedFrom Hessian_automatic_differentiation?oldid=582029357.
- Hessian_automatic_differentiation isPrimaryTopicOf Hessian_automatic_differentiation.