Linear Algebra
Vector calculus, lines and planes in 3-space. Linear spaces. Row operations and linear independency. Linear systems. Matrices, determinants, linear mappings (inverse matrix, matrix of a linear mapping, change of basis matrix). Eigenvalues and eigenvectors of linear transformations and matrices (characteristic polynomial, Cayley-Hamilton theorem, matrix diagonalization). Orthogonal and symmetric matrices. Quadratic forms and applications.
| Semester: | 1 |
| Teaching credits: | 3 |
| Teachers: |
