Basic numerical algorithms realized in Matlab, including
- Solve one varibale equation using bisection, secant, Muller's, Newton's and false position methods;
- Interpolation using clamped cubic spline algorithm;
- Integral using composite trapzoidal and composite Simpson;
- Linear system equation using 1)Gaussian elimination with scaled partial Pivoting; 2) Guass_Siedel iteration
- Nonlinear system equation using fixed point iteration.
- Others like steepest descent method to calculate the minima of n variables function.
Reference: Richard L. Burden & J. Douglas Faires, Numerical Analysis, Ninth Edition.
Please feel free to ask any questions. :)