Bachelor of Mathematics

The Bachelor of Mathematics is aimed at high school graduates who have followed the mathematics specialty in first and final year.
The aim of this degree is to provide a solid general education in mathematics, as well as a foundation in computer science. In particular, it should provide access to any Master's degree in pure or applied mathematics.
The organization of the courses allows students enrolled in a Bachelor's degree in mathematics to follow a dual Bachelor's degree course in mathematics/computer science or mathematics/physics, or to follow University Diplomas (DU) in computer science or economics from the first year.
In addition, awareness units for teaching professions are offered from the second year as part of a system common to the Bachelor's degrees of the Faculty of Science and Technology.

The Bachelor's degree in mathematics is designed to allow students to continue their studies in a Master's degree in mathematics, in order to prepare for the external aggregation of mathematics and/or to continue with doctoral studies. At the end of the Bachelor's degree, students can also continue in a Master's degree in teaching in order to prepare for the Certificate of Aptitude for Teaching in Secondary Education (CAPES) in mathematics. In addition, the Bachelor's degree offers the possibility of joining engineering schools, actuarial schools, etc., based on their application or by competitive examination. It also allows students to take administrative competitive examinations.
Ultimately, the degree opens the door to careers in teaching and research, or in the banking, insurance and high-tech industries.

This is a general Bachelor's degree in mathematics, which allows in particular to pursue a Master's degree in “fundamental” mathematics or a Master's degree in teaching.

• Independent work, use of Information and Communication Technologies (ICT)
• Know how to make an oral or written presentation,
• Mastery of technical and current English, level B1 or B2.
• Capacity for abstraction, analysis, synthesis,
• Understanding modeling processes
• Construct and write a rigorous mathematical proof
• Think, reason, calculate, make hypotheses and analyze them rigorously.
• Demonstrate intuition and imagination when solving problems.

Sheet of the National Directory of Professional Certifications (RNCP n° 40113)

Description of the fundamental teachings of the Bachelor's degree in mathematics, to which are added 3 transversal Teaching Units (UE)

License 1: disciplinary scientific methodology, introduction to algebra, analysis, Python programming, algebra, arithmetic and cryptography, analysis and descriptive statistics.

Bachelor's degree 2: algebra, analysis, SageMaths, discrete mathematics, choice of data structures, or teaching professions, probability and statistics in R, and choice of “functional programming or teaching professions.

Licence 3: differential calculus, topology, integration, introduction to group theory, choice of group theory or teaching professions, applied analysis and algebra, ring theory, probability, introduction to complex analysis, and choice of complex analysis or teaching professions.

Experience in a professional environment, validated in License 3

License 1 Mathematics – Health Access (L.AS – Health Access License):

• Students in this course are intended to follow the courses of the mathematics degree as well as health courses.
• Students enrolled in the Health Access program are eligible to apply for entrance exams to studies in medicine, midwifery, odontology and pharmacy.

Bachelor's degree or equivalent

• Master’s degree
  • with a view to preparing for the recruitment competitions for mathematics teachers
  • or to consider doctoral studies
• Admission based on application or competitive examination to engineering schools
• Preparation for administrative competitions.

• Teaching and research professions,
• Professions in the banking sector, insurance, and high-tech industries.