ASE-8016 Advanced Topics in Automation Science and Engineering , 1-10 cr
Implementation ASE-8016 2018-01
Description
Matrix Analysis (5 credits)
This course provides a bridge between undergraduate-level matrix theory/linear algebra and the level of matrix analysis required for graduate-level study and research. The course also looks at applications of matrix theory such as differential/difference equations and linear system theory. Prerequisite MAT-60006 Matrix Algebra or equivalent.
Topics: Vector Spaces; Linear Transformations; Pseudoinverse; Singular Value Decomposition; Linear Equations; Projections, Inner Product Spaces, and Norms; Linear Least Squares Problems; Eigenvalues and Eigenvectors; Canonical Forms; Linear Differential and Difference Equations; Generalized Eigenvalue Problems; Kronecker Products
Lessons
Period | 2 |
Methods of instruction | Harjoitukset |
Person responsible | Robert Piche |
Assessment scale
Numerical evaluation scale (0-5)
Requirements
Students self-study the textbook, do homework problems, and present problem solutions in class.
Additional information of course implementation
This implementation is equivalent to MAT-68007 2018-03. A student may receive credit for at most one of the equivalent implementations.
ASE-8016 Advanced Topics in Automation Science and Engineering /E/01 (+) | Mon 22.10.2018 | 10:00 - 12:00 |
ASE-8016 Advanced Topics in Automation Science and Engineering /E/01 (+) | Mon 29.10.2018 | 10:00 - 12:00 |
ASE-8016 Advanced Topics in Automation Science and Engineering /E/01 (+) | Mon 05.11.2018 | 10:00 - 12:00 |
ASE-8016 Advanced Topics in Automation Science and Engineering /E/01 (+) | Mon 12.11.2018 | 10:00 - 12:00 |
ASE-8016 Advanced Topics in Automation Science and Engineering /E/01 (+) | Mon 19.11.2018 | 10:00 - 12:00 |
ASE-8016 Advanced Topics in Automation Science and Engineering /E/01 (+) | Mon 26.11.2018 | 10:00 - 12:00 |
ASE-8016 Advanced Topics in Automation Science and Engineering /E/01 (+) | Mon 03.12.2018 | 10:00 - 12:00 |
Study material
Type | Name | Author | ISBN | Additional information | Language | Examination material |
Book | Matrix Analysis for Scientists and Engineers | Alan J. Laub | 978-0898715767 | Available in TUT library. | English | No |