Lecture modules
Floating point systems
Root finding
Bisection method
Fixed point iteration
Newton's method
Linear systems
Gaussian elimination
LU factorization
Permuted LU
Special matrices
Classical iteration
Non-linear systems
Interpolation
Issues and improvements
Splines
Finite differences
Quadrature
Newton-Cotes
Gaussian
Introduction to optimization
Least squares problems
Finite differences
for differential
equations
Supplemetary notes
Floating Point Systems
Bisection Method
Interpolation examples
Gradients involving matrices
Barycentric Lagrange interpolation
Spline interpolation
Finite difference schemes
Newton Cotes quadrature
Gaussian quadrature
Introduction to optimization
Least squares problems
Finite differences for differential equations
Solving a differential equation using finite difference method
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Technical credits