Program Overview
In addition to providing knowledge in the fundamental fields of mathematics, the Bachelor in Mathematics covers concepts in closely linked disciplines, such as physics, computer science, or didactics of mathematics. The Bachelor in Mathematics is managed by the Department of Mathematics. Courses are taught by internationally recognised specialists in the field, who to explain to students how mathematical objects continue to play a major role in cutting-edge, and often interdisciplinary, research. Department of Mathematics
Key Program Features
- Innovative teaching The Bachelor in Mathematics offers essential courses – lectures and tutorials – for training in mathematics. In addition
- many innovative initiatives take advantage of the digital tools
- such as an online exercise system set up under Moodle for first-year students
- or the opportunity for students to take part in computational mathematics research projects in the frame of the Experimental Mathematics Lab. Many optional courses Each semester is divided into modules
- containing
Career Opportunities
Study and career opportunities Students from the Bachelor in Mathematics acquire an enhanced understanding of the multiple roles of mathematics in the modern world. Working closely with professors and other instructors, students not only develop their analytical skills, and their ability to apply rigorous thought and argumentation, but also their creativity.The Bachelor in Mathematics prepares students for various Master programmes: in mathematics and secondary education in particular, but also in other disciplines requiring solid mathematical knowledge. This degree is a fundamental step for careers in teaching and research, as well as in the industrial, business, and administrative sectors. More info Study programme brochure Learning Outcomes Students undertaking the Bachelor in Mathematics (BMATH) degree programme gain solid competence in fundamental branches of mathematics. At the end of the Bachelor, students are able to: Understand and solve high-level problems in fundamental branches of mathematics such as analysis, algebra, geometry, and probability theory Solve problems in disciplines related to mathematics, such as physics, computer science, or in didactics of mathematics Construct and assess mathematical arguments Develop an appreciation for mathematical rigor and inquiry Communicate mathematical knowledge, in written and oral form, to expert and non-expert audiences Understand and write complex mathematical proofs Solve mathematical problems by applying relevant mathematical tools, or by devising an appropriate strategy Apply mathematical tools to solve problems in other branches of science, like physics or computer science Use mathematical concepts to model real-world problems, and to rigorously assess the relevance of a given model Learn new mathematical concepts independently Work effectively as part of a team to solve mathematics-related problems Work in a multilingual setting Study perspectives The main opportunity for graduates from the Bachelor in
Program Curriculum
Programme The Bachelor in Mathematics at the University of Luxembourg offers the following programme:Year 1 introduces analysis, algebra and geometry, alongside optional courses: didactics, computer science or physics.Year 2 adds probability & statistics to further analysis and algebra. Optional courses help with professional orientation.Year 3 combines a mobility semester, optional courses (number theory, numerical analysis, Markov chains, etc.) and a supervised report on a specific subject. Admissions Academic contents Semester 1 Semester 1 Semester 2 Semester 3 Semester 4 Semester 5 Semester 6 Course offer for Bachelor in Mathematics, Semestre 1 (2026-2027 Winter) Analyse 1 ECTS credits: 10 Course code: BA_MATH_GEN-1 Course title: Analyse 1 Number of ECTS: 10 Course code: BA_MATH_GEN-1 Module(s): Module 1.1 Language: FR Mandatory: Yes Maîtriser les bases de l’analyse mathématiques et du raisonnement mathématique. Maîtriser les bases de l’analyse et du raisonnement mathématique.Les étudiants apprendront à connaître et à utiliser les bases de l’analyse : suites, fonctions réelles à une variable, développements de Taylor, et quelques bases sur des espaces métriques. Par ailleurs le cours et les exercices les aideront à acquérir les bases du raisonnement mathématique. entiers, rationnels, nombres réels suites de nombres réels fonctions, limites de fonctions continuité et dérivées Intégrale de Riemann développements de Taylor First sessionMidterm exam (40%), end of course assessment (60%) + Continuous assessment (for additional points). Retake examEnd of course assessment Absence planIn case an exam in the continuous assessment plan cannot be taken (for a valid reason) the corresponding grade will not be taken into account in the final grade of the course.Assessment rules: all electronic devices are forbidden during the midterm and final exam. Students can bring in 1 sheet (A4) of handwritten notes. They can only bring in the room at most 4 pens or pencils and an eras
Admission Requirements
Admissions To apply for a programme at the University of Luxembourg, candidates must comply with the general eligibility criteria for the chosen programme type and be selected by the study programme based on the quality of their application. The programme at a glance – 180 ECTS Duration: 3 years / 6 sem Teaching languages: FR + EN Admissions: EU: 1 Feb 2026 – 15 Jul 2026 Non-EU: 1 Feb 2026 – 24 Mar 2026 Fees: 400€/ sem. (semester 1,2,3,4,5,6) Format: Full-time programme (Part-time student status allowed) Dates coming soon Specific information for this programme Requirements Secondary Luxembourg school diploma or equivalent foreign diploma recognised by the Ministry of National Education Admission to a subsequent semester is possible and is based on the application. French: B2 English: B1 Language certificates currently accepted Applicants must provide: Cover letter CV Any additional supporting document. Selection procedure & criteria If you have some doubt regarding your chances of being accepted, we encourage you to informally contact the programme using the following email address: ivan.nourdin@uni.lu.Kindly note that the feedback provided by the programme upon this informal request is not legally binding and does not provide grounds for a legal appeal if your application is rejected. In any case, you will need to submit your application as outlined below. When considering potential mathematics undergraduates, we seek out students with three key traits:• Proficiency in mathematics: Candidates should possess a suitable foundation in mathematics and strong general mathematical skills• Mathematical aptitude and talent: We look for students with the ability to think mathematically. This encompasses the ability to make connections between diverse mathematical concepts, as well as a capacity to quickly grasp new ideas and use them to solve challenging problems.• Motivation to study mathematics: Candidates must display a genuine commitment to studying mathematics at univ
Tuition & Financial Information
Tuition Fee
400€/semester
About University of Luxembourg
University of Luxembourg
Esch-sur-Alzette, Luxembourg
The University of Luxembourg is a public research university in Esch-sur-Alzette and Luxembourg City, Luxembourg. It was founded in 2003 and is the only public university in Luxembourg.
University Profile- Application Deadline EU: 1 Feb 2026 – 15 Jul 2026 Non-EU: 1 Feb 2026 – 24 Mar 2026 Fees: 400€/ sem. (semester 1,2,3,4,5,6
- Start Date September
- Language English / French
- Duration 3 years
- Credits 180
