Computational Mathematics in Engineering |
Contents
Numerical Evaluation of Matrices and Simulta | 1 |
Geometric Representation of the Three | 9 |
The Function y fx | 34 |
Copyright | |
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a-ß tracker A₁ Assume calculate central difference characteristic vector coefficients column constraints convergence data points Denoting derivative diagonal differential equation elements engineering equa error evaluated exponential distribution F₁ Figure finite difference Formulate the solution forward difference Fourier series Fourier transform frequency function f(x G₁ given Hovanessian increment independent variable initial conditions initial vector input inverse inverse matrix iteration process k₁ k₂ Kalman filtering Lagrangian least-squares linear programming McGraw-Hill Monte Carlo Note numerical solution Numerov's method Obtain the values optimization P₁ percent polynomial predictor-corrector method probability density function quadratic programming recursive relation represents result set of equations simultaneous equations solve symmetrical symmetrical matrix Table Taylor series Taylor series expansion Theorem three iterations tion values and vectors W⁰ x₁ Xn+1 y₁ Y₂ Yi+1 Yn+1 York zero λε λι