Informations générales
Number of hours
- Lectures 24.0
- Projects -
- Tutorials 18.0
- Internship -
- Laboratory works 6.0
- Written tests -
ECTSECTS
4.0
Goal(s)
The aim of this course is to provide students with the fundamental mathematical elements necessary for the analysis and processing of digital signals. Fourier analysis will form the first part of this course, followed by signal sampling. Random signals and time-frequency analysis will constitute the final part of this course.
Responsible(s)
Sylvain MEIGNEN, Mickael NAHON
Content(s)
- Fourier transform of functions, analogic filtering
- Introduction to distributions, Fourier transform of distributions, digital filtering, Z transform
- Sampling: from continuous to discrete signal
- Random Signal
- Time-frequency analysis, wavelets.
- Notions signal approximation and estimation: coding and compression
Matheamtical Analysis, 1A Ensimag
Test
Evaluation : 20% of TP notés and 80% of Examen écrit (3h)
Resit : 20% of TP notés (reported score) and 80% of Examen écrit (3h)
The assessment will consist in practical session and written exam.
Calendar
The course exists in the following branches:
- Curriculum - Core curriculum - Semester 7
Additional Information
Course ID : 4MMAFSI
Course language(s): 
You can find this course among all other courses.
Bibliography
Analyse de Fourier et Applications, Gasquet Witomski
Theorie des Distributions, Golse, école polytechnique