| Lectures |
Week 01 - Modeling, Floating-Point Number
Week 02 - Numerical Errors, Taylor Approximations, Truncation Errors
Week 03 - Matlab Review
Week 04 - Bisection, False-Position, Newton-Raphson, Secant
Week 05 - Gauss elimination, LU Decomposition
Week 06 - Exam 1
Week 07 - Gauss-Seidel
Week 08 - Optimization, Golden-Section Search, Newton's method
Week 09 - Least-Square Regression
Week 10 - Interpolation
Week 11 - Fourier Approximation
Week 12 - Exam 2
Week 13 - Numerical differentiation and integration
Week 14 - Newton-Cotes integration
Week 15 - ODE - Euler's method, Runge-Kutta method
Week 16 - Boundary-value problems
Week 17 - Final Exam
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