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MATH AND CS BACKGROUND
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accuracy algorithm analysis Apply approximation arithmetic band matrix BAND SYMMETRIC basis functions boundary conditions break points Chebyshev coefficients COMPLEX compute condition number cubic spline data set derivatives digits discretization discussed divided difference DOUBLE PRECISION EIGENVALUES equation solver error estimates evaluations example factor Figure finite difference formula Gauss elimination given Hermite cubic Hint IMSL library IMSL ROUTINES IMSL SUBROUTINE initial integration interpolation points interval inverse iteration knots least-squares linear equations linear system LINPACK mathematical Muller's method multiple Newton Newton's method nonlinear equation norm NORMAL NUCLEUS CALLED obtain orthogonal output parameters partial differential equation piecewise polynomials polynomial interpolation polynomials of degree PRECISION/HARDWARE PROTRAN Repeat Problem representation root round-off error secant method Show simple SINGLE AND DOUBLE/H32 SINGLE/ALL REQD smooth solution solving Ax step subprogram SUBROUTINE SYMMETRIC STORAGE MODE system of equations Table Taylor's series Theorem UERTST.UGETIO values variables vector zero
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Nonlinear Functional Analysis and Its Applications: Part 2 B: Nonlinear ...
No preview available - 1989