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Learn essential computational physics methods and techniques through a comprehensive course covering fundamental topics from function approximation to high-performance computing. Master numerical methods including interpolation, calculus, differential equations, and matrix operations. Explore advanced concepts like spectral analysis using Fourier transforms, molecular dynamics simulations, and Monte Carlo methods. Gain practical experience with parallel computing using OpenMP and MPI, while working with scientific computing libraries. Apply theoretical knowledge through hands-on exercises, culminating in a comprehensive project that integrates multiple computational techniques. Develop skills in solving complex physical problems using modern computational tools and methods essential for research and applications in physics.