• Training structure

    Faculty of Science

Program

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L2 - General Maths

The second year of the mathematics bachelor's degree (L2 General Mathematics) is a stage in the acquisition of fundamental elements and orientation. A first group of teaching units provides a foundation of knowledge and skills that are essential for all students of mathematics, whatever their future function or sector of activity. These teaching units are based on the following fundamental pillars: algebra and polynomials, differential and integral calculus, sequences and series.

A second group of teaching units is designed to support students throughout their training. These include more numerical methodological elements, with the use of computer tools linked to numerical analysis, elements of reasoning in the theory of probabilities, elements of in-depth study of modern languages and future orientation (PPE).

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  • English S3

    2 credits
  • Analysis III integration and differential equations element

    6 credits
  • Probabilities

    5 credits
  • Algebra III Reduction of endomorphisms

    6 credits
  • Polynomial arithmetic

    3 credits
  • CHOICE 1

    5 credits
    • Your choice: 1 of 2

      • Modeling and object programming 1

        5 credits
      • CHOICE 2

        5 credits
        • Choice: 2 of 2

          • Oral Mathematics

            1 credits
          • Thermodynamics 2

            36h
  • Elementary numerical analysis

    3 credits
  • English S4

    2 credits
  • Analysis IV Function sequences, integer series, Fourier

    8 credits
  • Topology of R^n and functions of several variables

    5 credits
  • Algebra IV Euclidean spaces

    6 credits
  • Statistics

    3 credits
  • Numerical linear algebra

    4 credits
  • PPE in mathematics

    2 credits

L2 - CUPGE Maths

The Cycle Universitaire Préparatoire aux Grandes Ecoles (CUPGE) Mathematics-Physics course is a reinforced mathematics-based training program.

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  • English S3

    2 credits
  • Analysis III integration and differential equations element

    6 credits
  • Probabilities

    5 credits
  • Algebra III Reduction of endomorphisms

    6 credits
  • Rigid Solid Dynamics

  • Electrostatics & Magnetostatics

    4 credits36h
  • Polynomial arithmetic

    3 credits
  • Thermodynamics 2

    36h
  • English S4

    2 credits
  • Analysis IV Function sequences, integer series, Fourier

    8 credits
  • Topology of R^n and functions of several variables

    5 credits
  • Algebra IV Euclidean spaces

    6 credits
  • Statistics

    3 credits
  • Numerical linear algebra

    4 credits
  • Electromagnetism

    6 credits54h
  • PPE in mathematics

    2 credits
  • Modeling and object programming 1

    5 credits
  • Information Systems and Databases

    5 credits
  • English S3

    2 credits
  • Analysis III integration and differential equations element

    6 credits
  • Probabilities

    5 credits
  • Algebra III Reduction of endomorphisms

    6 credits
  • Propositional logic

    5 credits
  • Systems

    5 credits
  • Elementary numerical analysis

    3 credits
  • Analysis IV Function sequences, integer series, Fourier

    8 credits
  • Algorithms 3

    5 credits
  • Topology of R^n and functions of several variables

    5 credits
  • Modeling and Object Programming 2

    5 credits
  • English S4

    2 credits
  • Calculation models

    5 credits
  • Statistics

    3 credits
  • Numerical linear algebra

    4 credits
  • PPE in mathematics

    2 credits