Matrix Algebra (OPEN UNI)

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After completing the course, the student - Can perform basic matrix operations and recognize basic types of matrices - Can solve systems of linear equations using matrices, can apply LU and QR factorizations for solutions and understands basic principles of iterative solutions and overdetermined systems - Recognizes vector spaces and understands how basis and dimension describe vector spaces - Understands how linear mappings can be represented using matrices - Can analyze matrices using subspaces, vectors and linear spaces - Can evaluate determinant, eigenvalues, and eigenvectors of a square matrix can diagonalize square matrices, and can apply diagonalization in simple problems - Understands basic principles of iterative methods for finding eigenvalues

Language of instruction Check language of instruction from implementation. Timing The course is held in the autumn, during period 2. Target group Open university students.