The course aims to provide an introduction to those aspects of linear mathematics and geometry needed in science and engineering.
Canali
teacher profile teaching materials
Matrix theory. Determinants, rank. Linear systems. Vector spaces. Linear morphisms. Eigenvalues and eigenvectors.
Diagonalization. Scalar product, Symmetric operators. Spectral theorem.
Geometry:
Affine and Euclidean geometry of the plane and of the space.
E. Schlesinger: Algebra lineare e geometria, Zanichelli.
L. Mauri e E. Schlesinger: Esercizi di algebra lineare e geometria, Zanichelli.
Programme
Linear algebra:Matrix theory. Determinants, rank. Linear systems. Vector spaces. Linear morphisms. Eigenvalues and eigenvectors.
Diagonalization. Scalar product, Symmetric operators. Spectral theorem.
Geometry:
Affine and Euclidean geometry of the plane and of the space.
Core Documentation
F. Flamini, A. Verra: Matrici e vettori. Corso di base di geometria e algebra lineare. Carocci.E. Schlesinger: Algebra lineare e geometria, Zanichelli.
L. Mauri e E. Schlesinger: Esercizi di algebra lineare e geometria, Zanichelli.
Type of evaluation
traditional written examination