AIMS AND CONTENT

SYLLABUS/CONTENT

1. Sets and functions
2. Complex numbers
3. Polynomials and factorization in R[x].
4. Matrices. Gauss’ method  solving linear systems
5. Determinant and rank of matrices
6. Vector spaces and homomorphisms
7. Diagonalizability. Eigenvalues and Eigenvectors. Symmetric real matrices.
8. Linear geometry and conics. 

RECOMMENDED READING/BIBLIOGRAPHY

1. Appunti di Geometria e Calcolo numerico (A. Perelli e M.V. Catalisano)
2. Appunti di Algebra Lineare (M.E. Rossi).
3. Appunti di Geometria (G. Niesi)
4. Algebra Lineare a Geometria Analitica (A. Bernardi, A. Gimigliano), CittaStudi Edizioni. 
5. Algebra (M. Abate), MacGraw-Hill
6. Algebra Lineare a Geometria Analitica (F. Odetti, M. Raimondo), ECIG Universitas
   For further course material  see aulaweb.

TEACHERS AND EXAM BOARD

Exam Board

MARIA EVELINA ROSSI (President)

FERDINANDO MORA

GIANFRANCO NIESI

MATTEO PENEGINI

LESSONS

Class schedule

GEOMETRY

EXAMS

EXAM DESCRIPTION

Written exam and oral (if required)

ASSESSMENT METHODS

Solve basic exercises concerning the main topics of the program

Exam schedule