Coordinator: Pavel Putrov
Courses for the academic year 2025-2026
LINK TO THE 2025-26 MATH DIPLOMA LECTURES
I Term (first trimester)
September 8 - November 8 2025
November 8 to November 23 2025: exams
- Real Analysis (MTH-RA) J. Weigt (20 lectures of 1.5 h each)
- Topology (MTH-TOP) D. Zuddas (15 lectures of 1.5 h each)
- Algebra (MTH-ALG) L. Goettsche (20 lectures of 1.5 h each)
- Tutorials
- Real Analysis tutorials (MTH-RA tut.) - Abdilaziz Komilov
- Topology tutorials (MTH-TOP tut.) - Hamza Ounesli
- Algebra tutorials (MT-ALG tut.) - Nicolo' Bignami
II Term (second trimester)
November 24 2025 - February 12 2026
February 13 - February 25 2026: exams
The first two courses are mandatory
- Functional Analysis (MTH-FA) E. Carneiro (20 lectures of 1.5 h each)
- Complex Analysis (MTH-CA) A. Marian (20 lectures of 1.5 h each)
then one out of two of the following courses:
- Differential Geometry (MTH-DG) C. Arezzo (20 lectures of 1.5 h each)
- Supervised Machine learning (MTH-SML) J. Barbier (10 lectures of 2 h each)
- Tutorials (approx. 7 tutorials per course)
- Functional Analysis tutorials (MTH-FA tut.) - Ismoilov Tolibjon
- Complex Analysis tutorials (MTH-CA tut.) - Gautam Ajay
- Differential Geometry tutorials (MTH-DG tut.) - Hamza Ounesli
- Supervised Machine Learning (MTH-SML tut.)
III Term (third trimester)
March 1 - April 30 2026
May 1 - May 15 2026: exams
first course is mandatory
- Algebraic Topology (MTH-AT) P. Putrov (15 lectures of 1.5 h each)
then two out of four of the following courses:
- ODE and Dynamical Systems (MTH-ODS) S. Luzzatto (20 lectures of 2 h each)
- Algebraic Geometry (MTH-AG) S. Sinha (20 lectures of 1.5 h each)
- Partial Differential Equations (MTH-PDE) G. Bellettini (15 lectures of 1.5 h each)
- Representation Theory (MTH-RT) Fernando Rodriguez Villegas (12 lectures of 1.5 h each)
- Tutorials (approx. 7 tutorials per course)
- Partial Differential Equations tutorials (MTH-PDE tut.)
- Algebraic Geometry tutorials (MTH-AG tut.) - Muhammad Awais
- Algebraic Topology tutorials (MTH-AT tut.) - Ayush Singh
- Representation Theory tutorials (MTH-RT tut.)