To access this Master, students must have a good command of certain subjects. If this is not the case, in the first annual block of their Masters programme, 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
LINFO1112
Algebra
Module 2
LINGE1114
Mathematics I: analysis
FR
q2
30h+30h
5
credits
Teacher(s):
> Cécile Coyette (compensates Tom Claeys)
> Cécile Coyette (compensates Tom Claeys)
Cécile Coyette
(compensates Tom Claeys)
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
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.