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Fundamentals mathematics

Master in Mathematics and applications

Sciences, technologies and health
  • Target level

    Baccalaureate +5

  • ECTS

    120 credits

  • Duration

    2 years

  • Component

    UFR IM2AG (informatique, mathématiques et mathématiques appliquées)

  • Language(s) of instruction

    French, English

Presentation

This is a high-level training in fundamental mathematics research. This course is the gateway to contemporary research in fundamental mathematics, in Grenoble. The master 2nd year honors in Mathematics and mathematical applications pathways of the Fourier institute is part of the Graduate school of mathematics, Information sciences and technologies, Computer science and depends on the University Grenoble Alpes. This course is recommended to students from the 1st year of general mathematics, and candidates to the agregation of mathematics, before they perform their tenure.

The objectives are to have an ntroduction to fundamental mathematics research. Preparation for a PhD thesis.

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International education

Internationally-oriented programmes

International dimension

Internationally oriented training

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Organisation

Program

Select a program

Master in general mathematics 1st year

  • UE Algebra

    9 credits
  • UE Holomorphic functions

    6 credits
  • UE Probabilities

    9 credits
  • UE Analysis

    9 credits
  • UE Study and research work

    6 credits
  • Optional

    • UE Effective algebra and cryptographie

      6 credits
    • UE Compléments sur les EDP

      6 credits
    • UE Differential geometry

      6 credits
    • UE Markov process

      6 credits
    • UE Galois theory

      6 credits
    • UE Operations Research (AM)

      6 credits
      • UE Operations Research

        3 credits
      • Operations Research Complementary

  • Choice: 1 among 2

    • UE English S8

      3 credits
    • UE Opening UE (only if C1 level in English reached)

      3 credits
  • Choice: 2 among 3

    • UE Morse theory in geometry and topology

      12 credits
    • UE Random models on lattices

      12 credits
    • UE Analysis and probability on manifolds

      12 credits
  • Choice: 1 among 2

    • UE Topology of random hypersurfaces

      6 credits
    • UE Probabilistic and geometric techniques in high dimension

      6 credits
  • UE Research internship

    27 credits
  • UE English

Admission

Access conditions

The first year master's is accessible to candidates according to their transcripts (and/or interview) :

  • Proof of a national degree conferring the degree of bachelor in a field compatible with that of the master's degree
  • Or by validation of studies or acquired experience according to the conditions determined by the university or the training

The second year master's is accessible to candidates according to their transcripts (and/or interview) :

  • Having validated the first year of a compatible course - or by validating studies or acquired experience according to the conditions determined by the university or the training

Public continuing education : You are in charge of continuing education :

  • if you resume your studies after 2 years of interruption of studies
  • or if you followed a formation under the regime formation continues one of the 2 preceding years
  • or if you are an employee, job seeker, self-employed

If you do not have the diploma required to integrate the training, you can undertake a validation of personal and professional achievements (VAPP)

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Candidature / Application

Do you want to apply and register? Note that the procedure differs depending on the degree considered, the degree obtained, or the place of residence for foreign students.

Find out which procedure applies to me and apply

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And after

Further studies

Doctorate

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Targeted trades

- Mathematician in research and development teams
- Faculty member
- Mathematical engineering professions: risk management, modeling, optimization, data analysis ...

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