Advanced Mathematics for Electrical Engineers – Linear Algebra

Budapest University of Technology and Economics
LEVEL
Master
TYPE
Course
MODES
-
LANGUAGE
-
ECTS
3
PERIOD
04/09/2023 to 22/01/2024

Course Description

System of linear of equations, Gaussian elimination, vectors, vector spaces, subspaces, basis, matrices, special matrices, LU and PLU decomposition of a matrix, determinants, linear transformations and its properties, computation of the eigenvalues and eigenvectors, euclidean space, orthogonality, diagonalization of a matrix, Jordan canonical form of a matrix, Jordan basis, orthogonal diagonalization, norm of vectors and matrices, singular value decomposition of a matrix, nonnegative matrices, matrix functions, Perron-Frobenius theory.

Subject area

Mathematics

Time format

weekly

Educational-info

Duration

28 h / 14 weeks

ECTS

3

Validation mode

Continuous control

Maximum number of students

5

Organizer

Partner

Budapest University of Technology and Economics

Faculty

Faculty of Natural Sciences

Department

Institute of Mathematics

Contact or registration links