Computional physics (400 phys)

 Introduction: Computation and science, The emergence of modern computers, Computer algorithms and languages, Applications: Newton and Kepler Laws.
. Numerical Linear Algebra: Systems of linear equations, Eigenvalues and eigenvectors.. Interpolation, Extrapolation and Data Fitting: Polynomial Interpolation, Data fitting, least sauares fit.

. Ordinary differential equations: Initial-value problems, The Euler and Picard methods, 

Runge-Kutta method , Chaotic dynamics of a driven pendulum , Boundary-value and eigenvalue

problems , The one-dimensional Schroedinger equation.
 Numerical Integration: One-dimensional integral, Multi-dimensional integral, The Runge-Kutta

method, Monte Carlo Method.