Numerical Methods and Statistical Techniques Using 'C' |
Contents
INTRODUCTION | 1 |
42 | 3 |
ERROR ANALYSIS AND ESTIMATION | 27 |
2 | 33 |
6 | 45 |
12 | 78 |
17 | 90 |
23 | 108 |
27 | 209 |
45 | 220 |
21 | 234 |
22 | 253 |
NUMERICAL INTEGRATION AND DIFFERENTIATION 309382 | 309 |
SOLUTION OF A SYSTEM OF SIMULTANEOUS LINEAR ALGEBRAIC | 383 |
8 | 414 |
MATRIX INVERSION | 429 |
Common terms and phrases
A₁ absolute error Af(x algorithm Approximate value array b₁ Bisection method calculated Chebyshev polynomials coefficient convergence correct to four curve difference formula difference table differential equation divided difference eigen values eigen vectors End loop Enter the value Euler's method EXAMPLES Example f(x₁ f(xo false position find the value floating point following data following table forward difference four decimal places function Gauss given Hence Input integration interpolation interpolation formula interval iteration method k₁ k₂ least squares linear matrix method of false Newton-Raphson method number of iterations obtain Output P₁ polynomial Print printf printf("\n\n Enter real root regression Regula-Falsi method relative error root lies Runge-Kutta method sample secant method significant digits Simpson's solution Solve Step Taylor's series u₁ u₂ upto variable x₁ xn+1 y₁ Y₂ хо