• must have knowledge about compression of one and two
dimensional signal/data representations
• must have knowledge about classical and Baysian statistical
methods for processing of noisy signals
• must have knowledge about simulation techniques and in particular
about Markov chain and Monte Carlo methods
• must have knowledge about how sparse representations and
statistical techniques influences real-world data/signals
• must be able to use Baysian and hierarchical statistical
methods to analyse time series and lattice data and to evaluate the
validity of the results obtained
• must be able to use compressed signal/data representations on
real or synthetic data and be able to evaluate the quality of the
signal/data reconstruction
• are able to communicate results of statistical analyses to
non-specialists within advanced signal processing
• are able to independently develop statistical models suitable for
analysis of real-world signals such as noisy digital images or
communication signals
• are able to use sparse representations and/or statistical methods
to solve a given practical problem and, if needed, make minor
adjustments to the methods to obtain the wanted functionality
Project work.
This is a 15 ECTS project module and the work load is
expected to be 450 hours for the student.
Name of exam | Signal/Data Processing Systems |
Type of exam | Oral exam based on a project |
ECTS | 15 |
Permitted aids | All written and all electronic aids |
Assessment | 7-point grading scale |
Type of grading | External examination |
Criteria of assessment | The criteria of assessment are stated in the Examination Policies and Procedures |
Danish title | Signal/databehandlende systemer |
Module code | F-MTK-K2-1 |
Module type | Project |
Duration | 1 semester |
Semester | Spring
|
ECTS | 15 |
Language of instruction | Danish and English |
Empty-place Scheme | Yes |
Location of the lecture | Campus Aalborg |
Responsible for the module |
Study Board | Study Board of Mathematics, Physics and Nanotechnology |
Department | Department of Mathematical Sciences |
Faculty | Faculty of Engineering and Science |