| Annual Tuition Fee: | ≈ € 400 | ||
| Location: | Luxembourg / Luxembourg / View location on map ▾ Hide location on map ▴ | ||
| Duration: | 36 months | Start Date: | September |
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| Education Variants: |
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| Credits (ECTS): | 180 | ||
| Languages: | English French | ||
The University of Luxembourg has been offering a Bachelor’s Degree programme in the field of Mathematics, since the academic year 2005-2006. Students undertaking this degree programme gain competence in the fundamental branches of Mathematics including Analysis, Algebra, Geometry, Probability Theory and Mechanics. In addition students have the opportunity to investigate other disciplines closely related to Mathematics, such as Physics, Computer Science and Didactics of Mathematics. The programme provides our students with the opportunity to develop their imagination as well as their ability for rigorous thought.
A Bachelor’s Degree in Mathematics prepares the student for numerous and varied career options. In addition to providing our graduates with the fundamental training required for a career in teaching or research, our programme also prepares students for professional opportunities in the industrial, business or administrative sectors.
Each semester, our courses are grouped together into modules. The courses of one of these modules can be chosen freely by each student. This allows our students the freedom to explore other branches of Science related to Mathematics. In addition, our programme provides the students with an opportunity to improve their linguistic proficiency by offering courses in Scientific English. In accordance with the Bologna Process, each semester’s course credits sum up to 30 credits in the European Credit Transfer System (ECTS).
Entry to the first semester is open to all students who have obtained a Luxembourg secondary school degree or who hold an equivalent foreign degree recognized by the Luxembourg Ministry of Education. Transfer or more advanced students may join the programme at a higher level, but these applications will be considered on an individual basis.
Having successfully completed the first four semesters of the programme at the University of Luxembourg, our students spend the fifth semester at a university outside Luxembourg, for instance at one of our partner universities, as is required by Luxembourgish law. Students are assisted in their ‘semester abroad’ through the Erasmus Programme. Students return to the University of Luxembourg for their sixth semester, at which time they must write their Bachelor’s thesis.
Upon successful completion of the programme, our students are awarded with the degree “Bachelor académique en Sciences et Ingénierie – Filière Mathématiques”. The students are now prepared to enter careers in business or industry, or to continue studying for a Master’s Degree.
Semestre 1
Module 1.1
* Analyse
* Géométrie analytique et Algèbre linéaire
* Algèbre
Module 1.2
* Géométrie affine et projective
* Introduction to Programming
Module 1.3
* Didactique des mathématiques 1 (optionnel)
* Astronomie (optionnel)
* Experimental physics 1a: Newtonian mechanics, oscillations and waves / Physique expérimentale 1a: Mécanique newtonienne, oscillations et ondes (optionnel)
Semestre 2
Module 2.1
* Analyse
* Géométrie analytique et Algèbre linéaire
Module 2.2
* Algèbre
* Mathématique physique
Module 2.3
* Didactique des mathématiques 2 (optionnel)
* Object-Oriented Programming (optionnel)
* Physique expérimentale 2a et 2b: Electromagnétisme I et II (optionnel)
* Geophysics (optionnel)
* Logiciels mathématiques (optionnel)
Semestre 3
Module 3.1
* Analyse
* Algèbre
* Théorie de la Mesure et Calcul intégral
Module 3.2
* Mathématique physique 3a et 3b
* Probabilités et Statistiques
Module 3.3
* Didactique des mathématiques 3 (optionnel)
* Data structures and algorithms (optionnel)
* Astronomie (optionnel)
* Physique expérimentale 3a (Physique moderne) (optionnel)
* Anglais scientifique 1 (optionnel)
* Physique mathématique 2a (CM Electrodynamique) (optionnel)
* Physique mathématique 2b (TD Electrodynamique) (optionnel)
Semestre 4
Module 4.1
* Analyse
* Géométrie des Courbes et Surfaces
* Probabilités et Statistiques
Module 4.2
* Mathématique physique 4a et 4b
* Analyse numérique
Module 4.3
* Didactique des mathématiques 4 (optionnel)
* Analyse et Conception 1 (optionnel)
* Anglais scientifique 2 (optionnel)
* Physique expérimentale 4a: Optique (optionnel)
* Physique mathématique 3a :Mécanique quantique (optionnel)
* Physique mathématique 3b: TD Mécanique quantique (optionnel)
* Geophysics (optionnel)
* Logiciels mathématiques (optionnel)
Semestre 5
Module option
* Reading course : Compléments d'analyse (optionnel)
Semestre 6
Module 6.1
* Analyse complexe
* Analyse fonctionnelle
* Introduction à la Géométrie différentielle
Module 6.2
* Chaines de Markov et Files d'Attente
* Courbes algébriques et Applications à la Cryptographie
* Histoire des sciences (mathématiques) à l'époque moderne : lieux, acteurs et pratiques
Module 6.3
* Mémoire (travail de diplôme de bachelor)
You are normally required to take an English Proficiency Test.
Most European Universities recognise the IELTS test.
Take testSecondary school - or vocational education -- leaver´s certificate or foreign diploma recognised as equivalent by the Minister responsible for National Education.
| Minimal degree required: | High School diploma |
| Minimal amount of work experience | Not specified |
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