University of Liege | Version française
Academic year 2014-2015Value date : 12/05/2015

Faculty of Sciences

Description of course programmes, learning outcomes and career openingsEnrolments and AdmissionFaculty websiteSchedule

Bachelor in mathematical sciences
Or
Th
Pr
Au
Credits

First Year

Compulsory courses

MATH0069-1

Algebra I, first part - Michel Rigo
Q1
30
25
-
6

MATH0070-1

Algebra I, second part - Michel Rigo
Q2
30
25
-
6

MATH0071-1

Analysis I, part 1 - Samuel Nicolay
Q1
45
30
-
8

MATH0072-1

Analysis I, second part - Samuel Nicolay
Q2
45
30
-
8

MATH1203-1

Geometry I - Pierre Lecomte
Q2
40
40
-
8

PHYS2002-3

General Physics I - John Martin
Q1
40
35
-
8

MATH1472-1

Probability and Statistics I
Q2



5
-
Part 1 : Descriptive Statistics - Gentiane Haesbroeck - [8h Mon. WS]
16
8
[+]
-
Introduction to probability - Gentiane Haesbroeck - [2h Mon. WS]
9
7
[+]

MATH0073-1

Elementary mathematics - Pierre Mathonet - [15h Mon. WS]
Q1
30
30
[+]
7

LANG2967-1

English : Introduction - Véronique Doppagne, ISLV
Q1
30
-
-
4

Second Year

Compulsory courses

MATH0246-2

Algebra II - Georges Hansoul
Q1
35
35
-
7

MATH0247-4

Analysis, II, 1st part - Françoise Bastin
Q1
35
35
-
7

MATH2006-2

Introduction to numerical analysis - Jean-Pierre Schneiders
Q2
30
30
-
6

MATH0503-1

Logic and mathematical approach of 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 - Yvik Swan - [5h Mon. WS]
Q2
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 sciences philosophy - Julien Pieron
Q2
15
-
-
2

Optional free course

OCEA0053-1

Study of Oceans and Coastal Management - Sylvie Gobert, Anne Goffart
Q2
15
25
-
4

Third Year

Compulsory courses

MATH0250-1

Algebra III - Georges Hansoul
Q2
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

MATH0499-1

Graph theory - Michel Rigo
Q1
25
20
-
4

PHYS0971-1

General physics III - Peter Schlagheck
Q1
30
30
-
6

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) - Clara Brereton, Véronique Doppagne, Ellen Harry, ISLV
TA
45
-
-
4

INFO0212-2

Algorithmic and computability - Emilie Charlier
Q2
30
30
-
6


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Column "Or" = Course Organization
TA:All year
Q1:First quadrimester
Q2:Second quadrimester

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