## A History of Scientific Computing |

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Aiken Alamos algorithm applications Applied Mathematics approximation arithmetic Babuska Birkhoff boundary calculations coefficients Computer Science convergence difference differential analyzer digital computers discussed early EDSAC Eigenvalue Problem elliptic engineering ENIAC error analysis field FIGURE Finite Element Method finite-difference finite-element methods fluid dynamics Fourier function Garrett Birkhoff Gatlinburg Gene Golub Goldstine Golub Hartree Harvard Institute Integration interpolation iterative methods journal Lanczos Laplace's equation later Linear Algebra linear equations linear programming Linear Systems machine Math Mathematical Software Mathematical Tables mathematicians matrix mechanical methods for solving MTAC Neumann nonlinear numerical analysis numerical methods Numerical Solution operations Ordinary Differential Equations paper partial differential equations physical polynomial Proc published relaxation methods roundoff Rutishauser scientific computing Seminar LDMI sequence SIAM simulation solving linear SOR method spline Stiefel subroutines tape techniques theory tion University V. N. Faddeeva V. N. Kublanovskaya values Varga vector Wilkinson