Comments and suggested problems
|1||Distributions and the Fourier transform|
|2||Sampling, the FFT, the Hilbert transform,||Exercise class|
|3||Multidimensional transforms, the Hankel transform, the Radon transform||Exercise class|
|4||Wavelets and filter banks||Exercise class|
|5||Multiresolution analysis||Exercise class|
|6||Wavelet bases, applications||Exercise class|
|7||Reserve time and repetition||Exercise class|
The written examination consists of five problems, with a maximum credit of 5 points per problem. At least 12 points are required to pass the examination. The duration of the exam is five hours. Bring ID and receipt for your student union fee.
You should be able to state and explain all definitions and theorems given in the course and also apply them in problem solving.
During the exam the following aids are permitted: course litterature, lecture notes and calculator.
You will be notified the result of your exam by email from LADOK (This is done automatically as soon as the exams have been marked an the results are registered). The exams will then be kept at the students' office in the Mathematical Sciences building. Check that the number of points and your grade given on the exam and registered in LADOK coincide. Complaints of the marking should be written and handed in at the office. There is a form you can use, ask the person in the office.).
The following link will tell you all about the examination room rules at Chalmers: Examination room instructions