PhD Courses

The PhD courses offered in 2025/2026 are:

  1. Emmenegger, Rosolini – Applications of Category Theory (Reading course)  
  2. Martinetti, Iseppi – Applications of noncommutative geometry to physics (Reading course)
  3. Drappeau – Arithmetic applications of Modular forms (TBC)
  4. Ambrosi – Brauer-Manin Obstruction to Local and Global Principles for Rational Points
  5. Romano – Birational Geometry and Minimal Model Program
  6. Wisniewski – Birational Geometry via Chow Quotients and Group Actions
  7. Bruno – Gaussian Harmonic Analysis
  8. De Stefani, Varbaro – Gorenstein Rings and Local Cohomology
  9. Molinari, Naldi – Gradient Flows and Applications to Optimization
  10. Dagnino, Emmenegger – Introduction to Type Theory: from foundations to practice
  11. Funghi, Morselli, Robotti – Methodologies for Research in Mathematics Education
  12. Pinamonti – Perturbative Construction of Interacting Quantum Field Theories on Generic Spacetimes
  13. Negri – Proof Theory of Modal and Non-Classical Logics: The Method of Labelled Sequent Calculi (Reading Course)
  14. Toigo – Quantum Information – A Primer Course
  15. Drago – Quantum Spin Systems: a Brief Introduction
  16. Bartocci – Quiver Representations and Quiver Varieties
  17. Di Marino, Farinelli, Mainini – Sobolev spaces
  18. Camerlo – The Wadge Hierarchy on General Topological Spaces 

Furthermore, the following are summer schools co-organized by members of the Math Department of the University of Genoa.

  1. Applied Harmonic Analysis and Machine Learning
  2. Computational Imaging & Learning: from physics to data-driven methods (CIL)
  3. Mathematics and Machine Learning for Image Analysis  
Ultimo aggiornamento