- Docente: Nicoletta Cantarini
- Credits: 6
- SSD: MAT/02
- Language: Italian
- Teaching Mode: Traditional lectures
- Campus: Bologna
-
Corso:
First cycle degree programme (L) in
Philosophy (cod. 0957)
Also valid for First cycle degree programme (L) in Computer Science (cod. 8009)
Learning outcomes
At the end of this course, a student should have learnt some basic
notions in abstract algebra (Euclidean algorithm and congruence
relations) and in linear algebra. He should be able to solve linear
systems and to study linear maps.
Course contents
Linear Systems
Matrices
Real vector spaces and subspaces
Linear maps
Eigenvalues and eigenvectors
Introduction to congruences
Readings/Bibliography
Algebra Lineare, Marco Abate, McGraw-Hill (2000)
Notes
Teaching methods
Lectures and exercises will be alternated in order to explain
theoretical concepts through a large number of examples. Students
will be asked to actively participate in the lessons, asking and
answering questions.
Assessment methods
The exam is both written and oral. Students are allowed to the oral
exam after passing the written exam.
Teaching tools
Notes will be given, together with exercises both solved and to be
solved, and examples of exam texts.
Office hours
See the website of Nicoletta Cantarini