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Docente
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PARESCHI GIUSEPPE
(programma)
In the lectures and in the exercises the student will be introduced into the main principles of Linear
Algebra, Euclidean Geometry and their interplay. They include vector algebra, matrices and
determinants, linear transformations, differentiable curves, inner product spaces, eigenvalues and
eigenvectors, spectral theorem for symmetric and hermitian operators.
Each topic is illustrated by examples and exercises. Additionally the student receives additional
example problems for home-studies.
Learning Outcomes:
A working knowledge of the basic elements of Linear Algebra and Euclidean Geometry.
Getting the ability to apply the basic linear algebra techniques both to linear algebra problems and
to geometric problems.
Getting the competence to apply the principles of Linear Algebra and Geometry to problems in the
various branches of Engineering Sciences.
Further Information:
http://www.mat.uniroma2.it/~pareschi/didattica/AA1314/LAG2014home.html
 T. Apostol, Calculus, Vol. I (Chapters 12-16), Vol. II (Chapters 3-5), Second edition, Wiley
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