1. Algebraic equations root finding and iterative solution methods for non-linear simultaneous equations
  2. Gaussian elimination, partial pivoting, iterative methods Gauss-Seidel and over-relaxation, algebraic eigenvalue problems
  • Numerical integration
  1. Interpolation and curve fitting
  2. Numerical solution of ordinary differential equations, Taylor – Euler – Runge-Kutta methods – Midpoint rule – multistep and predictor-corrector methods
  3. Numerical instability

Two-point boundary value problems, finite differences and shooting methods