Course Contents
joint with Lineare Algebra I: vector spaces, linear mappings, matrices, change of coordinates, determinants linear equations, eigenvalues, orthogonal and unitary transformations, symmetric hermitean, and normal matrices, quadratic forms, diagonalisation and normal forms
Literature
S. Bosch: Lineare Algebra
K. Jänich: Lineare Algebra
G. Fischer: Lineare Algebra
Preconditions
none
joint with Lineare Algebra I: vector spaces, linear mappings, matrices, change of coordinates, determinants linear equations, eigenvalues, orthogonal and unitary transformations, symmetric hermitean, and normal matrices, quadratic forms, diagonalisation and normal forms
Literature
S. Bosch: Lineare Algebra
K. Jänich: Lineare Algebra
G. Fischer: Lineare Algebra
Preconditions
none
- Lehrende: Manuel Karl-Heinz Müller
- Lehrende: Nils Scheithauer
Semester: ST 2023