Number of hours
- Lectures 9.0
- Projects 0
- Tutorials 9.0
- Internship 0
- Laboratory works 12.0
- Written tests 0
ECTS
ECTS 6.0
Content(s)
I - Continuous signal processing
I.1 - Continuous tools
I.2 - Continuous Linear Time Invariant (CLTI) systems
I.3 - Analog filtering
I.4 - Sampling
II - Discrete signal processing
II.1 Fourier/Laplace transforms of sampled signals
II.2 Z-transform
II.3 Discrete, causal LTI systems (filters) and discrete convolution
II.3a finite impulse response functions
II.3b infinite impulse response functions
II.4 Discrete correlation tools
if time permits:
II.5 Discrete-time, discrete Fourier transform
II.6 Filter design
Prerequisites
Mathematical basics : integration, derivation, complex numbers, series
Test
Semester 7 - The exam is given in english only 
SESSION 1 - In person
Evaluation type: 2/3 Written exam + 1/3 Continuous evaluation
Written exam
Duration: 2h
Authorized documents: 1 handwritten sheet of paper
Unauthorized documents: all other documents
Calculator: authorized
Possible remotely: yes
Continuous evaluation (lab reports)
SESSION 2 - In person
Evaluation type: 2/3 Written exam + 1/3 Continuous evaluation (session 1)
Written exam
Duration: 2h
Authorized documents: 1 handwritten sheet of paper
Unauthorized documents: all other documents
Calculator: authorized
Possible remotely: yes
SESSION 1 - Remote
Evaluation type: 2/3 Written exam + 1/3 Continuous evaluation
Written exam in Zoom
Duration: 2h
Authorized documents: 1 handwritten sheet of paper
Unauthorized documents: all other documents
Calculator: authorized
Continuous evaluation (lab reports)
SESSION 2 - Remote
Evaluation type: 2/3 Written exam + 1/3 Continuous evaluation (session 1)
Written exam in Zoom
Duration: 2h
Authorized documents: 1 handwritten sheet of paper
Unauthorized documents: all other documents
Calculator: authorized
Contrôle continue : CC
Examen écrit Session1 : DS1
Examen écrit Session 2 : DS2
N1 = Note finale session 1
N2 = Note finale session 2
Présentiel :
N1 = 2/3 DS1 + 1/3 CC
N2 = 2/3 DS2 + 1/3 CC
A distance :
N1 = 2/3 DS1 + 1/3 CC
N2 = 2/3 DS2 + 1/3 CC
Additional Information
Semester 7 - This course is given in english only
Course list
Curriculum->Master->Semester 7