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scopus(6)
Automatic differentiation of advanced CFD codes for multidisciplinary design
ArticleAbstract: Automated multidisciplinary design of aircraft and other flight vehicles requires the optimization oPalabras claves:Autores:Andreas Griewank, Bischof C., Corliss G.F., Green L., Haigler K., Newman P.Fuentes:scopusADIFOR: Automatic differentiation in a source translator environment
Conference ObjectAbstract: The numerical methods employed in the solution of many scientific computing problems require the comPalabras claves:Automatic differentiation, Chain rule, Derivative, Gradient, Jacobian, Parascope parallel programming environment, Source transformation and optimizationAutores:Andreas Griewank, Bischof C., Carle A., Corliss G.F.Fuentes:scopusAdifor—generating derivative codes from fortran programs
ArticleAbstract: The numerical methods employed in the solution of many scientific computing problems require the comPalabras claves:Autores:Andreas Griewank, Bischof C., Carle A., Corliss G.F., Hovland P.Fuentes:scopusDerivative Convergence for Iterative Equation Solvers
ArticleAbstract: When nonlinear equation solvers are applied to parameter-dependent problems, their iterates can be iPalabras claves:Automatic differentiation, Derivative convergence, Implicit functions, Newton-like methods, preconditioning, Secant updatesAutores:Andreas Griewank, Bischof C., Carle A., Corliss G.F., Williamson K.Fuentes:scopusHigh-order stiff ODE solvers via automatic differentiation and rational pbkp_rediction
Conference ObjectAbstract: A class of higher order methods is investigated which can be viewed as implicit Taylor series methodPalabras claves:Autores:Andreas Griewank, Corliss G.F., Henneberger P., Kirlinger G., Potra F.A., Stetter H.J.Fuentes:scopusStructured second-and higher-order derivatives through univariate taylor series
ArticleAbstract: Second-and higher-order derivatives are required by applications in scientific computation, especialPalabras claves:Automatic differentiation, Computational complexity, Hessian matrices, Second-order partial derivatives, Taylor seriesAutores:Andreas Griewank, Bischof C., Corliss G.F., Dennis Schnabel J.A.R.B.Fuentes:scopus