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I. Numerical Methods
Error Analysis
Interpolation
Numerical Differentiation
Numerical Integration
Systems of Inhomogeneous Linear Equations
Roots and Extremal Points
Fourier Transformation
Wavelets
Random Numbers and Monte Carlo Methods
Eigenvalue Problems
Data Fitting
Discretization of Differential Equations
Equations of Motion
II. Simulation of Classical and Quantum Systems
Rotational Motion
Molecular Mechanics
Continuum Mechanics
Thermodynamic Systems
Random Walk and Brownian Motion
Electrostatics
Waves
Diffusion
Convection
Nonlinear Systems
Simple Quantum Systems
Quantum Many -Body Systems.

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