Learning objectives
To acquire the notions of linear geometry in R^3, Linear algebra, abstract vector spaces, linear maps.
To acquire and improve logical and abstract reasoning and problem solving skills
Prerequisites
Trigonometry, Solving linear and quadratic equations, solving linear systems
Course unit content
Vectors, Geometry in R^3, Vector Spaces, Matrices
Full programme
Vectors in R^3 and R^n, Linear systems, matrices, lines and planes in R^3, vector spaces, diagonalization, spectral theorem.
Bibliography
Alessandrini Nicolodi- Geometria e algebra lineare. Con esercizi svolti. Ed. Uninova
Teaching methods
Live and streaming classes, exercises sessions, homework, studying from the book and from the handouts
Assessment methods and criteria
There will be tests towards the half of the semester and in the end of the semester. The exam will be both written and oral if it will be possible to do exams in a classroom, otherwise it will be an online test.
Other information
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2030 agenda goals for sustainable development
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