Mathematics degree

This course is designed for students who want to discover mathematics and specialise in applied mathematics. This degree is part of an academic training programme in mathematics at BAC+3 level. This degree has been available since 2007-2008 (Licence Math-Info) at the Université Antilles-Guyane (formerly UAG) and in 2017-18 as the Licence de Mathématiques.

Cross-disciplinary skills

• Know how to use mathematical tools such as probability and statistics, differential and integral calculus, numerical analysis, complex analysis and linear algebra (matrix calculus, etc.);
• Other skills in mathematics, computing and statistics, covering the needs of companies in these disciplines;
• Modelling and optimisation in research and industry.

Scientific and technical skills

• Use your knowledge of mathematics, statistics and digital simulation;
• Use mathematical tools such as integral calculus, function optimisation, numerical methods (using Matlab, Python, R, etc.), probability and statistics.

Subject-specific skills

• Deepen mathematical knowledge with a focus on theoretical and practical skills;
• Use IT tools such as computer programming and digital simulation software.

Recruitment level
Baccalauréat or diploma deemed equivalent, or DAEU (Diploma of Access to University Studies)

Accessible
Initial training with course modules accessible via the MOODLE platform.

Training required
Baccalauréat with specialised courses in Mathematics up to the final year of secondary school or a level deemed equivalent (holder of an equivalent foreign diploma).

Admission requirements
For L1, applicants must hold a Baccalauréat with specialised courses in Mathematics up to the final year of secondary school, or a diploma deemed equivalent (holder of an equivalent foreign diploma), or a DAEU (Diplôme d'Accès aux Etudes Universitaires).

In L2 and L3, students from other French universities or from Classes Préparatoires are admitted on the basis of their academic records. Foreign students or those with an equivalent foreign qualification must first go through the "Etudes en France" procedure via CAMPUS FRANCE.

Registration
Administrative and pedagogical at the DFR Sciences et Technologies (DFR ST) university unit.

Semester 1

• UEO Mathematics - 120h (15 ECTS)
  • Mathematics 1 - 60h (7 ECTS)
  • Analysis 1 - 30h (4 ECTS)
  • Algebra 1 - 30h (4 ECTS)
• UEO Math-info - 66h (5 ECTS)
  • Computer Science for Mathematics - 30h (2 ECTS)
  • Introduction to algorithms and programming - 36h (3 ECTS)
• UEO Scientific cultures - 54h (5 ECTS)
  • Mathematics for Science - 18h (2 ECTS)
  • Mathematics for teaching - 12h (1 ECTS)
  • Mathematics for research - 12h (1 ECTS)
  • Mathematical reasoning - 12h (1 ECTS)
• UEC Cross-disciplines - 60h (5 ECTS)
  • LVE - LVR - 24h (2 ECTS)
  • Digital Culture and Skills S1 -12h (1 ECTS)
  • Prepro -12h (1 ECTS)
  • Documentary methodology -12h (1 ECTS)
• UEC student support
  • Mathematics and Physical Sciences -30h
  • French -30h

Semester 2

• UEO Mathematics - 120h (15 ECTS)
  • Mathematics 2 - 60h (7 ECTS)
  • Analysis 2 - 30h (4 ECTS)
  • Algebra 2 - 30h (4 ECTS)
• UEO Math-info - 66h (5 ECTS)
  • Computer Science for Mathematics - 30h (2 ECTS)
  • Array-based algorithms and modular programming - 36h (3 ECTS)
• UEO Scientific cultures - 54h (5 ECTS)
  • Mathematics for Science - 18h (2 ECTS)
  • Tools for mathematical methodology - 12h (1 ECTS)
  • Epistemology of science - 12h (1 ECTS)
  • Project - 12h (1 ECTS)
• UEC Cross-disciplines -60h (5 ECTS)
  • LVE - LVR -24h (2 ECTS)
  • Digital Culture and Skills S2 -12h (1 ECTS)
  • Prepro -12h (1 ECTS)
  • ECP22 Expression E/O -24h (2 ECTS)
• UEC student support
  • Mathematics and Physical Sciences -30h
  • French -30h

Semester 3

• UEO Mathematics 3 - 168h (17 ECTS)
  • Analysis 3 -50h (5 ECTS)
  • Algebra 3 -50h (5 ECTS)
  • Sequences and series -50h (5 ECTS)
  • Mathematics orals -18h (2 ECTS)
• UEO Digital Methods -90h (9 ECTS)
  • Scientific computing 3 -22h (3 ECTS)
  • Differential equations -44h (4 ECTS)
  • Algorithms and programming 3 -24h (2 ECTS)
• UEP Pre-professionalisation (choice of 1 CE option) -24h (2 ECTS)
  • Professional integration -18h (2 ECTS)
  • MEEF pre-professionalisation -24h (2 ECTS)
• UEC Complementary teaching -24h (2 ECTS)
  • LVE - LVR -24h (2 ECTS)

Semester 4

• UEO Mathematics 4 - 168h (12 ECTS)
  • Analysis 4 -50h (6 ECTS)
  • Algebra 4 -50h (6 ECTS)
• UEO Numerical calculation and probabilities -62h (6 ECTS)
  • Numerical calculation -30h (3 ECTS)
  • Probability and statistics -32h (3 ECTS)
• UEO Scientific Culture-54h (5 ECTS)
  • Linear programming and optimisation -40h (3 ECTS)
  • Arithmetic and cryptography -32h (3 ECTS)
  • Project -12h (1 ECTS)
• UEC Complementary teaching -54h (5 ECTS)
  • Free teaching -24h (2 ECTS)
  • LVE-LVR -24h (2 ECTS)
  • Seminars -6h (1 ECTS)

Semester 5

• UEO Mathematics 5 - 168h (12 ECTS)
  • Topology -50h (5 ECTS)
  • Measurement and integration -50h (5 ECTS)
  • Geometry -50h (5 ECTS)
  • Mathematics orals -18h (2 ECTS)
• UEO Math info 5 -84h (9 ECTS)
  • Scientific computing 5 -36h (3 ECTS)
  • Algorithms and programming 5 -24h (3 ECTS)
  • Dynamic systems -24h (3 ECTS)
• UEC Complementary teaching -48h (4 ECTS)
  • Free teaching -24h (2 ECTS)
  • English -24h (2 ECTS)

Semester 6

• UEO Mathematics 6 - 150h (12 ECTS)
  •  Differential calculus -50h (5 ECTS)
  • Measurement and probability -50h (5 ECTS)
  • Complex analysis -50h (5 ECTS)
  • Mathematics orals -18h (2 ECTS)
• UEO Numerical Analysis and Statistics -106h (9 ECTS)
  • Numerical analysis -50h (4 ECTS)
  • Applied statistics -56h (5 ECTS)
• UEO Studies and Research - Digital projects - 24h (4 ECTS)
  • Studies and Research - Digital Project 24h (4 ECTS)
• UEP Pre-professionalization (option 1 CE of your choice) -44h (4 ECTS)
  • Free teaching -24h (2 ECTS)
  • Didactics-Pedagogy -20h (2 ECTS)

Career opportunities

• School teacher (1^er degré) or Professor of 2^nd level (collège, lycée).
• Executive specialising in mathematical and/or statistical modelling in all public and private sectors (local authorities, companies, etc.)
• Executive agent in: Banks and financial institutions, Insurance.
• Research manager (engineer, mathematician, statistician).

Sectors of activity

• Education, public and private services ;
• IT and statistics agencies ;

Teaching and research at universities, grandes écoles and research centres.