- Docente: Rita Fioresi
- Credits: 10
- Language: Italian
- Teaching Mode: Traditional lectures
- Campus: Bologna
- Corso: First cycle degree programme (L) in Physics (cod. 9244)
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from Sep 21, 2022 to Dec 23, 2022
Learning outcomes
At the end of the course, the student knows the theory of vector spaces (real and complex) of finite dimension and linear applications. He also acquires the fundamental notions of analytic geometry in the plane and in space. In particular, the student is able to: solve linear systems; search for eigenvectors and eigenvalues; diagonalizing real symmetric matrices and Hermitian matrices; solve simple geometry problems.
Course contents
Vector spaces
Linear systems
Scalar products
Readings/Bibliography
Algebra Lineare, Lang
Introduzione all'algebra lineare, Fioresi MorigiTeaching methods
Lectures
Assessment methods
Written exam: 6 exercises for a total of 300 points. Oral exam: in-depth study of the questions in the written exam.
Teaching tools
Text notes and exercises published on virtuale.unibo.it
Office hours
See the website of Rita Fioresi