"licencié" in mathematical sciences


Faculty of Sciences "licencié" in mathematical sciences						Th	Pr	Au	ECTS
[ version française ]
1st and 2nd year (level)
Over the two license years students must follow a minimum of 600h (theory courses and practical work combined). In the first year students must take at least 360h (theory courses and practical work combined). At least three of the compulsory courses specified below must be taken. In the second license students must take a minimum of 160h (theory courses and practical work combined). They must also write a dissertation 22,5 ECTS. The choices must adhere to various requirements (courses to be taken at the lastest in the same semester as the course concerned) and prerequisites (courses to be taken before the course concerned), and be submitted to and approved by the Board of Studies. The equivalent of 120h can be taken in other study programmes. The Board of Studies fixes the number of equivalent hours.
Compulsory courses
	ASTR0201-1		Astronomy - Arlette Noels‑Grötsch			30	15	-	6,5
	MATH0211-1		Differential Geometry - Pierre Lecomte			30	10	-	6,5
	MATH0212-1		General Topolgy - Pierre Mathonet			30	10	-	6,5
	MATH0213-1		Mathematical Statistics - Paul Gérard			30	10	-	6,5
	MATH0214-1		Partial Derivative Equations - Françoise Bastin			30	10	-	6,5
	MATH0215-1		Algebra - Georges Hansoul			30	10	-	6,5
	MATH0216-1		Functional and Numerical Analysis - Jochen Wengenroth			30	10	-	6,5
	GEST0086-2		Operations Research - Yves Crama			30	10	-	6,5
	One of the two following courses :
		PHYS0203-1	Statistical physics - Nicolas Vandewalle			30	10	-	6,5
		PHYS0243-1	Quantum Physics I - Thierry Bastin			30	10	-	6,5
Option cours
	ASTR0202-1		Internal structure of stars - Arlette Noels‑Grötsch			30	10	-	6,5
	ASTR0203-1		Evolution of stars - Arlette Noels‑Grötsch			30	10	-	6,5
			Prérequis	ASTR0202-1	Structure interne des étoiles
	INFO0213-1		Automata and formal languages theory - Michel Rigo			30	10	-	6,5
	MATH0017-1		Mathematical Logic and Set Theory - Georges Hansoul			30	10	-	6,5
	MATH0209-1		Measurement Theory - Jochen Wengenroth			30	10	-	6,5
	GEST0366-1		Advanced Operations Research (english) - Yves Crama			45	-	-	6,5
			Requis	GEST0086-2	Recherche opérationnelle
	MATH0219-1		Lie Groups and Lie Algebras - Pierre Lecomte			30	10	-	6,5
			Prérequis	MATH0211-1	Géométrie différentielle
	MATH0220-1		Functions of complex variables - Jean‑Pierre Schneiders			30	10	-	6,5
	MATH0245-2		Discrete structures - Michel Rigo			30	10	-	6,5
			Requis	MATH0215-1	Algèbre
	MATH0221-1		Analysis of time series - Paul Gérard			30	10	-	6,5
	MATH0222-1		Introduction to stochastic processes - Gentiane Haesbroeck			30	10	-	6,5
	MATH0223-1		Further numerical analysis - Jean‑Pierre Schneiders			30	10	-	6,5
	MATH0235-1		Homological algebra and sheaf theory - Jean‑Pierre Schneiders			30	10	-	6,5
	MATH0236-1		Introduction to the theory of D-modules - Jean‑Pierre Schneiders			30	10	-	6,5
	MECA0203-1		Continuum Mechanics - Pierre Dauby			30	10	-	6,5
	MECA0204-1		General Relativity and Cosmology - Yves De Rop			30	10	-	6,5
	STAT0201-1		Multivariate statistics - Adelin Albert			30	10	-	6,5
	INFO0212-1		Computability and complexity theory - Michel Rigo			30	10	-	6,5
	MATH0224-1		Further Functional Analysis - Jochen Wengenroth			30	10	-	6,5
			Requis	MATH0216-1	Analyse fonctionnelle et numérique
	MATH0234-1		Boolean Topology and Boolean Algebra - Georges Hansoul			30	10	-	6,5
			Requis	MATH0212-1	Topologie générale
				MATH0215-1	Algèbre
	MATH0225-1		Advanced Differential Geometry - Pierre Lecomte			30	10	-	6,5
	PHYS0204-1		Quantum Physics II - Thierry Bastin			30	10	-	6,5
			Requis	PHYS0243-1	Physique quantique
	PHYS0205-1		Further Physical Statistics - Nicolas Vandewalle			30	10	-	6,5
			Requis	PHYS0203-1	Physique statistique
	STAT0721-1		Robust non-parametrical statistics - Gentiane Haesbroeck			30	10	-	6,5

SMEM0004-1			Mémoire			-	-	-	22,5