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[
admission conditions
]
[ ] [ ]
|
Bachelor in mathematical sciences
 |
Or
|
Th
|
Pr
|
Au
| Credits
|
First Year
|
Compulsory courses
|
|
MATH0201-2
|
Algebra I
| TA
|
|
|
| 11
|
| |
- part a) Introduction to Algebra - Michel Rigo
| | 20
| -
| -
| |
| |
- part b) Algebra - Michel Rigo
| | 50
| 50
| -
| |
|
MATH0202-2
|
Analysis I
| TA
|
|
|
| 16
|
| |
- Part a) Introduction to the analysis academic study - Samuel Nicolay
| | 25
| -
| -
| |
| |
- Part b) Analysis - Samuel Nicolay
| | 85
| 60
| -
| |
|
MATH0203-2
|
Geometry I
| TA
|
|
|
| 11
|
| |
- part a) Introduction to the study of geometry - Pierre Lecomte
| | 20
| -
| -
| |
| |
- Partim b) Elementary geometry - Pierre Lecomte
| | 50
| 50
| -
| |
|
PHYS2002-3
|
General Physics I - John Martin
| Q1
| 40
| 35
| -
| 8
|
|
MATH0472-1
|
Probability and statistics I - Gentiane Haesbroeck - [10h Mon. WS]
| Q2
| 25
| 15
| [+]
| 5
|
|
MATH0063-1
|
Discrete mathematics I - Pierre Mathonet
| Q2
| 25
| 15
| -
| 5
|
|
LANG0076-1
|
English 1, (Q1 + Q2) (english language) - Véronique Doppagne, ISLV
| TA
| 45
| -
| -
| 4
|
Second Year
|
Compulsory courses
|
|
MATH0246-2
|
Algebra II - Georges Hansoul
|
| 35
| 35
| -
| 7
|
|
MATH0247-4
|
Analysis, II, 1st part - Françoise Bastin
| Q1
| 35
| 35
| -
| 7
|
|
INFO2006-2
|
Introduction to Numerical Analysis - Jean-Pierre Schneiders
| Q2
| 30
| 30
| -
| 6
|
|
INFO2007-2
|
Introduction to programming - Samuel Nicolay - [30h Mon. WS]
| Q1
| 20
| -
| [+]
| 5
|
|
MATH0257-2
|
Analysis II, 2nd part - Jean-Pierre Schneiders
| Q2
| 35
| 35
| -
| 7
|
|
MATH0482-3
|
Probability and Statistics II - N... - Suppl : Yvik Swan - [5h Mon. WS]
|
| 25
| 15
| [+]
| 4
|
|
MATH0248-1
|
Geometry II - Pierre Lecomte
| Q1
| 40
| 40
| -
| 8
|
|
PHYS2006-5
|
General Physics, II - Alejandro Silhanek
| Q2
| 30
| 25
| -
| 5
|
|
MECA0479-1
|
Analytical Mechanics I - Pierre Dauby
| Q1
| 30
| 30
| -
| 5
|
|
LANG0077-1
|
English 2 (english language) - Véronique Doppagne, ISLV
| TA
| 45
| -
| -
| 4
|
|
PHIL0201-1
|
Elements of philosophy - Julien Pieron
|
| 15
| -
| -
| 2
|
Optional free course
|
|
OCEA0053-1
|
Study of Oceans and Coastal Management - Sylvie Gobert, Anne Goffart
| TA
| 15
| 25
| -
| 4
|
Third Year
|
Compulsory courses
|
|
MATH0250-1
|
Algebra III - Georges Hansoul
|
| 30
| 30
| -
| 6
|
|
MATH0251-1
|
Analysis III, 1st part - Jean-Pierre Schneiders
| Q1
| 30
| 30
| -
| 6
|
|
MATH0256-2
|
Differential Geometry I - Pierre Lecomte
| Q2
| 30
| 30
| -
| 6
|
|
MATH0064-1
|
Discrete mathematics II - Michel Rigo
| Q2
| 30
| 30
| -
| 6
|
|
PHYS2003-1
|
Theoretical physics
| Q1
|
|
|
| 6
|
| |
- part a) Electromagnetism - Peter Schlagheck
| | 15
| 15
| -
| |
| |
- part b) Thermodynamics - Peter Schlagheck
| | 15
| 15
| -
| |
|
MECA0489-1
|
Analytical mechanics II - Jean Surdej
| Q1
| 12
| 15
| -
| 3
|
|
MATH0212-2
|
General Topology - Pierre Mathonet
| Q1
| 30
| 30
| -
| 6
|
|
MATH0474-1
|
Probability and statistics III - Gentiane Haesbroeck - [10h Mon. WS]
| Q1
| 25
| 15
| [+]
| 5
|
|
MATH0473-1
|
Analysis III, 2nd part - Françoise Bastin
| Q2
| 30
| 30
| -
| 6
|
|
DOCU0044-1
|
Techniques of documentation and communication - Fabienne Prosmans
| Q2
| 30
| -
| -
| 2
|
|
LANG0082-1
|
English 3 (english language) - Véronique Doppagne, Ellen Harry, ISLV
| TA
| 45
| -
| -
| 4
|
|
INFO0212-2
|
Computability and complexity theory - Michel Rigo
| Q1
| 20
| 20
| -
| 4
|
