| 1 | Inner product and vector norms | [1] p.284-294 |
| 2 | Orthogonality and the Gram-Schmidt method | [1] p.296-306 |
| 3 | Direct Sum and Orthogonal Complement | [1] p.302-306 |
| 4 | Matrix norms | [1] p.306-314 |
| 5 | Least squares method | [1] p.314-330 |
| 6 | Linear transformations and their properties | [1] p.348-356 |
| 7 | Kernel, image and matrix representation of linear transformations | [1] p.360-378 |
| 8 | Operations with linear transformations and isomorphism | [1] p.378-392 |
| 9 | Linear functionals and dual space | [1] p.404-414 |
| 10 | Characteristic polynomial, eigenvalues and eigenvectors | [1] p.444-466 |
| 11 | Eigenvalues of some special matrices | [1] p.468-485 |
| 12 | Similar matrices | [1] p.502-508 |
| 13 | Diagonalization | [1] p.508-517 |
| 14 | Triangulation | [1] p.552-561 |