Bachelor in mathematics

Block 1

Compulsory courses
Code	Détails	Organisation	Théorie	Pratique	Autres	Crédits
MATH0073-1	Elementary mathematics - [15h Monitored workshops] Julien Leroy	Q1	30	30	[+]	7
MATH0069-1	Matrix calculation Michel Rigo	Q1	30	25	-	7
MATH0071-1	Fundamental analysis, part 1 Samuel Nicolay	Q1	45	30	-	8
PHYS1985-1	General physics I John Martin, Nicolas Vandewalle	Q1	40	40	-	7
LANG2967-2	English: introduction (english language) Véronique Doppagne	Q1	30	-	-	2
MATH0070-1	Linear algebra Michel Rigo	Q2	30	25	-	6
MATH0072-1	Fundamental analysis, part 2 Samuel Nicolay	Q2	45	30	-	7
MATH1203-1	Geometry I	Q2				7
	Elements of affine and Euclidian geometry Pierre Mathonet			25	15	-
	Additional affine and Euclidian geometry Pierre Mathonet			15	15	-
MATH1472-1	Descriptive statistics and data analysis - [10h Monitored workshops] Arnout Van Messem	Q2	25	15	[+]	5
MATH2010-1	Mathematical software Emilie Charlier	Q2	15	30	-	4

Learning support activities
Code	Détails	Organisation	Théorie	Pratique	Autres	Crédits
AREM0007-1	Remedial "Computer Science" - [10h Remedial work] Bernard Boigelot	Q2	-	-	[+]	-
AREM0008-1	Help to succeed in "Computer Science" - [10h Remedial work] Bernard Boigelot	Q1	-	-	[+]	-
IREM0001-1	Adjusting working methods after the January session (reduced course loads) - [3h Remedial work] Amélie Basteyns, Anne-France Lanotte	Q2	-	-	[+]	-
IREM0002-1	Getting organised in the specific context of reduced course loads - [2h Remedial work] Amélie Auquière, Anne-France Lanotte	Q2	-	-	[+]	-
IREM0003-1	Preparing for the Spring block and the May-June exams (reduced course loads) - [3h Remedial work] Amélie Auquière, Anne-France Lanotte	Q2	-	-	[+]	-
IREM0005-1	Planning the second session (reduced course loads) - [3h Remedial work] Amélie Auquière, Anne-France Lanotte	Q2	-	-	[+]	-
IREM0006-1	#BloqueBooster: supervised exam revision in the Spring holidays - [5d Remedial work] Stéphanie Gendarme	Q2	-	-	[+]	-
IREM0007-1	Zen@etudes: How and why to manage stress? (reduced course loads) - [2h Remedial work] Sandrine Wuidart	Q2	-	-	[+]	-
IREM0008-1	Keeping or increasing motivation in a context of a reduced course loads - [2h Remedial work] Céline Mathy, Sandrine Wuidart	Q2	-	-	[+]	-
IREM0009-1	Hebdo MethodO support with additional help in connection to the context of repeating a year - [5h Remedial work] Sylviane Hubert, Anne-France Lanotte	TA	-	-	[+]	-
IREM0010-1	Getting the year off to a good start - [2h Remedial work] Sylviane Hubert, Anne-France Lanotte	Q1	-	-	[+]	-
IREM0011-1	Progressing effectively in the 1st term - [2h Remedial work] Amélie Auquière, Anne-France Lanotte	Q1	-	-	[+]	-
IREM0012-1	Preparing for the January exams: becoming familiar with the requirements and specificities of university exams - [3h Remedial work] Amélie Auquière, Anne-France Lanotte	Q1	-	-	[+]	-
IREM0013-1	Planning your January session: establishing a work programme - [3h Remedial work] Amélie Auquière, Anne-France Lanotte	Q1	-	-	[+]	-
IREM0015-1	Adapting your organisation after the January session (fewer than 30 credits approved) - [3h Remedial work] Amélie Basteyns, Anne-France Lanotte	Q2	-	-	[+]	-
IREM0016-1	Planning your May-June session (fewer than 30 credits approved) - [3h Remedial work] Amélie Auquière, Anne-France Lanotte	Q2	-	-	[+]	-
IREM0017-1	Planning your second session (fewer than 30 credits approved) - [3h Remedial work] Amélie Auquière, Anne-France Lanotte	Q2	-	-	[+]	-
IREM0018-1	Maintaining or rediscovering your motivation if you have to repeat a year (Q1) - [2h Remedial work] Céline Mathy, Sandrine Wuidart	Q1	-	-	[+]	-
IREM0019-1	Zen@etudes: The hows and whys of stress management (fewer than 30 credits approved - Q1) - [2h Remedial work] Sandrine Wuidart	Q1	-	-	[+]	-
IREM0020-1	Maintaining or rediscovering your motivation if you have to repeat a year (Q2) - [2h Remedial work] Céline Mathy, Sandrine Wuidart	Q2	-	-	[+]	-
IREM0021-1	Zen@etudes: How and why to manage stress? (fewer than 30 credits approved - Q2) - [2h Remedial work] Sandrine Wuidart	Q2	-	-	[+]	-
LREM0005-1	Taking stock of your French skills (Q2) - [15h Remedial work] Marielle Maréchal	Q2	-	-	[+]	-
LREM0010-1	Taking stock of your skills in French (Q1) - [15h Remedial work] Samia Hammami, Frédéric Saenen	Q1	-	-	[+]	-
SREM0009-2	Learning support activities in Physics I, for Mathematics - [20h Remedial work] John Martin, Nicolas Vandewalle	TA	-	-	[+]	-
SREM0018-1	Learning support activities in Mathematics I for Mathematicians - [20h Remedial work] Julien Leroy, Samuel Nicolay, Michel Rigo	Q1	-	-	[+]	-
SREM0019-3	Learning support activities in Mathematics II, for Mathematics - [26h Remedial work] Samuel Nicolay	Q2	-	-	[+]	-
SREM0021-2	Learning support activities in Physics II, for Mathematics - [20h Remedial work] Ngoc Duy Nguyen	Q2	-	-	[+]	-

Block 2

Compulsory courses
Code	Détails	Organisation	Théorie	Pratique	Autres	Crédits
MATH0080-1	Differential calculus Jean-Pierre Schneiders Prerequisite MATH0072-1 Analyse fondamentale, partie 2 MATH0071-1 Analyse fondamentale, partie 1 Corequisite MATH2011-1 Compléments d'algèbre linéaire	Q1	30	30	-	6
MATH2011-1	Linear algebra supplements Laurent Loosveldt Prerequisite MATH0070-1 Algèbre linéaire MATH0069-1 Calcul matriciel	Q1	30	20	-	5
MATH0503-1	Logic and mathematical approach of programming - [30h Monitored workshops] Michel Rigo Prerequisite MATH2010-1 Logiciels mathématiques	Q1	20	-	[+]	5
MATH0499-1	Graph theory Michel Rigo Prerequisite MATH0070-1 Algèbre linéaire	Q1	25	20	-	4
MATH0248-1	Geometry II Pierre Mathonet Prerequisite MATH1203-1 Géométrie I MATH0070-1 Algèbre linéaire	Q2	30	30	-	6
MATH2006-2	Introduction to numerical analysis Jean-Pierre Schneiders Prerequisite MATH0072-1 Analyse fondamentale, partie 2 MATH0071-1 Analyse fondamentale, partie 1 Corequisite MATH0503-1 Logique et approche mathématique de la programmation	Q2	30	30	-	6
MATH0081-1	Integral calculation Samuel Nicolay Prerequisite MATH0072-1 Analyse fondamentale, partie 2 MATH0071-1 Analyse fondamentale, partie 1 Corequisite MATH0080-1 Calcul différentiel	Q2	30	30	-	6
MATH0246-2	Algebraic structures Julien Leroy	Q2	30	30	-	6
LANG0076-4	English 1 (english language) Véronique Doppagne, Caroline Van Linthout Prerequisite LANG2967-2 Anglais : introduction	TA	45	-	-	4

Optional courses

In agreement with the Jury, choose courses for a total of 12 credits from the courses offered below:
Code	Détails	Organisation	Théorie	Pratique	Autres	Crédits
Mathematics applied to economics and management
ECON0323-1	First principles of economics Henry-Jean Gathon	Q1	26	-	-	3
GEST0832-4	Financial Markets Georges Hübner	Q2	40	15	-	5
GEST0029-1	General Corporate Accounting (Night classes) Anne Bils	Q2	30	15	-	4
Physics
MECA0201-1	Analytical Mechanics I Pierre Dauby	Q1	30	30	-	6
PHYS1986-1	General physics II, Part A Ngoc Duy Nguyen	Q2	35	25	-	6
Computer science
INFO2009-2	Introduction to computer science Bernard Boigelot Corequisite MATH0503-1 Logique et approche mathématique de la programmation	Q1	24	14	-	4
INFO0061-4	Computers organization Bernard Boigelot Corequisite MATH0503-1 Logique et approche mathématique de la programmation	Q2	15	15	-	3
INFO0062-1	Object-oriented programming (english language) - [20h Projet] Bernard Boigelot Corequisite MATH0503-1 Logique et approche mathématique de la programmation	Q2	25	20	[+]	5

Optional free course
Code	Détails	Organisation	Théorie	Pratique	Autres	Crédits
OCEA0053-1	Study of Oceans and Coastal Management Sylvie Gobert, Anne Goffart	Q2	15	25	-	4

Block 3

Compulsory courses
Code	Détails	Organisation	Théorie	Pratique	Autres	Crédits
MATH0510-1	Additional analysis Jean-Pierre Schneiders Prerequisite MATH0080-1 Calcul différentiel MATH2006-2 Introduction à l'analyse numérique	Q1	30	30	-	6
MATH0256-2	Differential Geometry I Pierre Mathonet	Q1	30	20	-	5
MATH2023-1	Theory of formal languages Julien Leroy	Q1	30	20	-	5
MATH7372-1	Probabilities Céline Esser Prerequisite MATH0081-1 Calcul intégral	Q1	30	30	-	6
MATH2250-1	Galois theory Emilie Charlier Prerequisite MATH0246-2 Structures algébriques	Q2	30	20	-	5
MATH0474-1	Statistics - [10h Monitored workshops] Gentiane Haesbroeck Prerequisite MATH0080-1 Calcul différentiel MATH0081-1 Calcul intégral Corequisite MATH7372-1 Probabilités	Q2	25	15	[+]	5
MATH0511-1	Introduction to harmonic analysis Françoise Bastin Prerequisite MATH0080-1 Calcul différentiel MATH0081-1 Calcul intégral	Q2	30	30	-	6
DOCU0044-1	Techniques of documentation and communication, integrated project	TA				6
	Part 1: Techniques of documentation and communication Fabienne Prosmans			30	-	-
	Part 2: Integrated project Emilie Charlier Prerequisite MATH0081-1 Calcul intégral MATH0246-2 Structures algébriques MATH0499-1 Théorie des graphes MATH0248-1 Géométrie II Corequisite MATH7372-1 Probabilités			-	-	-
LANG0077-6	English 2 (english language) Véronique Doppagne, Caroline Van Linthout Prerequisite LANG0076-4 Anglais 1	TA	45	-	-	4

Optional courses

In agreement with the Jury, choose courses for a total of 12 credits from the courses offered below or from the elective courses not already chosen in block 2:
Code	Détails	Organisation	Théorie	Pratique	Autres	Crédits
Mathematics applied to economics and management
MQGE0001-6	Operations Research (english language) Jérôme De Boeck	Q1	45	-	-	6
FINA0053-1	Investments and Portfolio Management (english language) Georges Hübner Prerequisite GEST0832-4 Marchés financiers	Q2	30	-	-	6
Physics
MECA0523-1	Analytical mechanics II	Q1				6
	Part A Pierre Dauby			12	15	-
	Part B Pierre Dauby			18	15	-
MECA0523-2	Analytical mechanics II, Part A Pierre Dauby	Q1	12	15	-	3
SPAT0065-1	Introduction to Astronomy Grégor Rauw	Q1	20	10	-	3
PHYS3030-2	Electromagnetism	Q2				6
	Partim A John Martin			30	15	-
	Partim B John Martin			-	5	-
Computer science
MATH0462-1	Discrete optimization (english language) - [25h Projet] Quentin Louveaux	Q2	30	20	[+]	6
INFO0054-1	Functional programming - [20h Projet] Christophe Debruyne	Q1	24	24	[+]	6
MATH1222-3	Introduction to stochastic processes - [10h Monitored workshops] Céline Esser, Pierre Geurts Prerequisite INFO2009-2 Introduction à l'informatique INFO0062-1 Object-oriented programming Corequisite MATH7372-1 Probabilités MATH0474-1 Statistique	Q2	20	10	[+]	4
Mathematics
MATH0257-2	Complex analysis Jean-Pierre Schneiders Prerequisite MATH0080-1 Calcul différentiel MATH0081-1 Calcul intégral	Q1	30	30	-	6
MATH0212-2	General topology - [10h Monitored workshops] Céline Esser	Q2	30	20	[+]	6

[...]	elective courses not already chosen in block 2						-

Mathematics

Block 1

Compulsory courses

Learning support activities

Block 2

Compulsory courses

Optional courses

In agreement with the Jury, choose courses for a total of 12 credits from the courses offered below:

Mathematics applied to economics and management

Physics

Computer science

Optional free course

Block 3

Compulsory courses

Optional courses

In agreement with the Jury, choose courses for a total of 12 credits from the courses offered below or from the elective courses not already chosen in block 2:

Mathematics applied to economics and management

Physics

Computer science

Mathematics