Applied Mathematics - Master’s Year 1

Program Objectives

The Advanced Mathematics major within the master year 1 Mathematics and Applicationsoffers a rigorous program in the fields of analysis and probability. It is primarily intended for students who wish to pursue a Master's degree in research and then move on to academic or industrial research.

Built on a foundation of required courses in analysis (optimization, functional analysis, calculus of variations) and probability (discrete and continuous processes) — some of which are shared with the Actuarial Science and Statistics major— the program offers a selection of electives that provide exposure to geometry and dynamical systems, statistics, machine learning, numerical methods, or partial differential equations.
Students are also introduced to fundamental or applied research through a year-long group project supervised by a faculty member, culminating in the writing of a thesis.

Nearly all lectures and tutorials are conducted in English, and a fully English-language track is available.

Training objectives :

  • Gain a solid foundation in applied mathematics, particularly in analysis and probability
  • Explore the research process in mathematics and engage with open and current problems
  • Foster an openness to other areas of mathematics (statistics, dynamical systems, machine learning, partial differential equations).
Types of education
Initial training
Language(s)
English
ECTS Credits
60 credits
Internship
Optional Internship
Capacity
Type of Diploma
National diploma
Academic Year
2026/2027

Educational team

  • Julien STOEHR

    Associate Professor

    Program supervisor

  • Paul PEGON

    Associate Professor

    Program supervisor

  • Secretariat

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The challenges of the ecological and social transition in the Master's degree programs

Several courses and tools are offered to students in the Master’s program, regardless of their specialization