M2RI Syllabus 2024-2025
LIST OF COURSES 2024/2025
BASIC COURSES (choose 4)
- A1. Algebraic Topology (R. Campos) syllabus A1
- A2. Holomorphic Dynamical Systems (A. Chéritat) syllabus A2
- A3. Introduction to Complex Analytic Geometry (D. Popovici) syllabus A3
- A4. Introduction to Optimal Mass Transport (J. Bertrand) syllabus A4
- A5 : Elliptic PDEs and Evolution Problems (M. Maris) syllabus A5
- A6 : An Introduction to the Theoretical and Numerical Analysis of Nonlinear Conservation Laws (F. Boyer) syllabus A6
- A7. Convergence of Probability Measures and Optimal Transport (C. Pellegrini) syllabus A7
- A8. Stochastic Calculus (S. Cohen) syllabus A8
- A9. Asymptotic Statistics (P. Neuvial, F. Bachoc) syllabus A9
- A10. Approximation of PDEs (G. Haine, D. Matignon, S. Pernet, M. Salaün) syllabus A10
- A11. Advanced statistical methods (F. Simatos) syllabus A11
- A12. MINT "inverted class" An Invitation to Arithmetic Geometry (J. Gillibert) syllabus A12
- A13. MINT course at ISAE On controlled dynamical systems: structured modelling and numerical methods (A. Brugnoli, M. Fournié, G. Haine, D. Matignon and C. Poussot-Vassal) syllabus A13
- A14: MINT course at INSA On biological science and climate modelling (F. Filbet, P. Noble) syllabus A14
ADVANCED COURSES (choose 2)
- B1. Introduction to Symplectic Topology (J.-F. Barraud) syllabus B1
- B2. Introduction to Homotopy Theory (J. Bellier-Millès, J. Nuiten) syllabus B2
- B3. Regularity Theory for Minimizing Harmonic Maps (P. Bousquet) syllabus B3
- B4. Scientific computing (J. Heleine) syllabus B4
- B5. Branching Processes (P. Maillard, M. Pain) syllabus B5
- B6. Robust Optimization and Statistical Learning (F. Iutzeler) syllabus B6
READING SEMINARS (choose 1)
- C1. Mapping Class Groups (M. Wolff, F. Costantino) syllabus C1
- C2. I - Scaling limits in statistical mechanics II - Unique continuation for elliptic partial differential (M. A. Ferreira, J. Dardé) syllabus C2
- C3. From point processes to Hawkes processes (M. Costa) syllabus C3