To access this Master, students must have a good command of certain subjects. If this is not the case, students must take supplementary classes chosen by the faculty to satisfy course prerequisites.
Mathematics - Calculus and linear algebra
The student follows one of the following blocks:
Module 1
LINFO1111
Analysis
FR
q1
45h+37.5h
7
credits
LINFO1112
Algebra
Module 2
LINGE1114
Mathematics I: analysis
Probability and statistics
The student follows one of the following blocks:
Module 1
LBIR1315
Probability and statistics II
LBIR1212
Probabilities and statistics (I)
Module 2
LEPL1108
Discrete mathematics and probability
FR
q1
30h+30h
5
credits
Teacher(s):
> Jean-Charles Delvenne
> Jean-Charles Delvenne (compensates Olivier Pereira)
> Jean-Charles Delvenne
> Jean-Charles Delvenne (compensates Olivier Pereira)
LEPL1109
Statistics and data sciences
Programming and computer science
The student follows one of the following blocks:
LINFO1101
Introduction to programming
LINFO1104
Programming language concepts
LEPL1402
Informatics 2
Un cours parmi :
EN
q1
30h+22.5h
5
credits
> French-friendly
Teacher(s):
> Jean-Charles Delvenne
> Jean-Charles Delvenne (compensates Vincent Blondel)
> Jean-Charles Delvenne
> Jean-Charles Delvenne (compensates Vincent Blondel)
LINFO1121
Algorithms and data structures
Computer systems:
The student follows one of the following blocks:
LINFO1341
Computer networks
LINFO1252
Informatic Systems
Numerical methods and optimisation:
The student follows one of the following blocks:
LINMA1702
Optimization models and methods I
Un cours parmi :
LEPL1104
Numerical methods
LINFO1113
Numerical algorithmic
Other EU to be determined with the Study Advisor
Depending on his / her previous academic background, the student (in consultation with the study advisor) can add other UEs in order to acquire the necessary prerequisites for the program.