Training structure
Faculty of Science
Program
Select a program
L3 - Dual Computer Science Mathematics
First order logic
5 creditsDifferential Calculus and Differential Equations
6 creditsFormal and scientific calculation
4 creditsGroups and rings 1
6 creditsMeasurement and integration
4 creditsEnglish S5
2 creditsProbability Theory
4 creditsSoftware engineering workshops
5 creditsAlgorithms 4
5 credits
Complexity, computability, decidability
5 creditsTopology of metric spaces
7 creditsMultimedia data
5 creditsGroups and rings 2
5 creditsConvex optimization
5 creditsSyntactic analysis and interpretation
5 creditsProgramming project
5 credits
L3 - Maths CAPES
The third year of the Bachelor's degree in Mathematics - Mathematics for Teaching - completes the acquisition of knowledge that allows the validation of a Bachelor's degree in Mathematics while preparing for entry into a Master's degree in Mathematics for the second degree.
The first semester is common to the whole general mathematics license, and is in the continuity of the L1 and L2 years with a stronger emphasis on abstraction and reasoning, the aim being to set up the theoretical tools necessary for a deepening and a stepping back on central concepts of mathematics, as well as an opening towards different fields (statistics, applied mathematics, fundamental mathematics).
The choice of the teaching pathway is only differentiated in S6, allowing all types of master's degrees in mathematics to be considered until the end of S5.
S6 offers both:
- in-depth mathematics in fundamental fields for secondary education, such as geometry,
- a revisiting of the mathematical contents of L, in line with the CAPES program, in order to promote their articulation, and a step back from the mathematics taught in secondary school,
- an introduction to teaching and didactic reflection in mathematics, combined with an internship in a secondary school.
- an in-depth study in an area of applied mathematics, chosen from numerical analysis and probability-statistics.
Differential Calculus and Differential Equations
6 creditsGroups and rings 1
6 creditsMeasurement and integration, Fourier
8 creditsProbability Theory
4 creditsEnglish S5
2 creditsEnumerative combinatorics
4 credits
General Culture - To be chosen from the list below +.
2 creditsYour choice: 1 of 12
Introduction to Oceanography
2 creditsPleasures and addictions
2 creditsThe place of man in the universe
2 creditsCreative writing
2 creditsEducation for the ecological transition
2 creditsSport
Basic computer tools and concepts (PIX)
2 creditsScience and Music
2 creditsSc. and Scent Culture
2 creditsAdditive manufacturing
2 creditsThe quantum computer, between physics and mathematics
2 creditsThe questioning of the movement
2 credits
Choice of Profiles
28 creditsYour choice: 1 of 2
Profile Maths CAPES
28 creditsIntroduction to teaching
5 creditsCHOICE 1
5 creditsYour choice: 1 of 2
Stochastic modeling
5 creditsNumerical Analysis of Differential Equations
5 credits
Geometry
9 creditsComplement for the CAPES
9 credits
General Maths Profile
28 creditsTopology of metric spaces
7 creditsCHOICE 1
10 creditsChoice of 2 out of 3
Stochastic modeling
5 creditsGroups and rings 2
5 creditsConvex optimization
5 credits
Numerical Analysis of Differential Equations
5 creditsComplex Analysis
6 credits
L3 - General Math
The third year of the Bachelor's degree in Mathematics (L3 General Mathematics) completes the acquisition of knowledge that will allow students to approach the various Masters in Mathematics with a solid foundation, whatever their specialty (statistics, applied mathematics, fundamental mathematics, mathematics education). It is a continuation of the L1 and L2 years with a stronger emphasis on abstraction and reasoning, the aim being to establish the theoretical tools necessary for further study.
This year is also a year of transition towards the Masters: the different specialities of the Masters in Mathematics are present in the UE, allowing the student, by choosing options, to prefigure an orientation for the following year.
Differential Calculus and Differential Equations
6 creditsGroups and rings 1
6 creditsMeasurement and integration, Fourier
8 creditsProbability Theory
4 creditsEnglish S5
2 creditsEnumerative combinatorics
4 credits
General Culture - To be chosen from the list below +.
2 creditsYour choice: 1 of 12
Introduction to Oceanography
2 creditsPleasures and addictions
2 creditsThe place of man in the universe
2 creditsCreative writing
2 creditsEducation for the ecological transition
2 creditsSport
Basic computer tools and concepts (PIX)
2 creditsScience and Music
2 creditsSc. and Scent Culture
2 creditsAdditive manufacturing
2 creditsThe quantum computer, between physics and mathematics
2 creditsThe questioning of the movement
2 credits
Choice of Profiles
28 creditsYour choice: 1 of 2
Profile Maths CAPES
28 creditsIntroduction to teaching
5 creditsCHOICE 1
5 creditsYour choice: 1 of 2
Stochastic modeling
5 creditsNumerical Analysis of Differential Equations
5 credits
Geometry
9 creditsComplement for the CAPES
9 credits
General Maths Profile
28 creditsTopology of metric spaces
7 creditsCHOICE 1
10 creditsChoice of 2 out of 3
Stochastic modeling
5 creditsGroups and rings 2
5 creditsConvex optimization
5 credits
Numerical Analysis of Differential Equations
5 creditsComplex Analysis
6 credits