1. From calculus to computation
3. Solving systems of linear equations
4. Solving other problems in linear algebra
5. Interpolating and extrapolating
6. Integrating and differentiating function
7. Solving systems of nonlinear equations
8. Introduction to optimization
9. Optimizing without constraint
10. Optimizing under constraints
11. Combinatorial optimization
12. Solving ordinary differential equations
13. Solving partial differential equations
14. Assessing numerical errors
15. WEB resources to go further
