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Linear Algebra in every day life
Basic mathematical concepts
Algebraic structures
Matrices
The echelon form and the rank of matrices
Linear systems of equations
Determinants of matrices
The characteristic polynomial and eigenvalues of matrices
Vector spaces
Linear maps
Linear forms and bilinear forms
Euclidean and unitary vector spaces
Adjoints of linear maps
Eigenvalues of endomorphisms
Polynomials and the Fundamental Theorem of Algebra
Cyclic subspaces, duality and the Jordan canonical form
Matrix functions and systems of differential equations
Special classes of endomorphisms
The singular value decomposition
The Kronecker product and linear matrix equations.

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