Courses – XLII cycle – a.y. 2026/2027
- 39 courses offered
- 11 with dates or period
- 25 with schedule to be arranged
- 3 reading courses
- 4 also available online online
ParmaModenaFerraraVenue to be definedindicative periodlecture dayalso onlinecan also be attended remotely
Courses with dates or teaching period
Hover over a bar (or tap it on a phone) for dates, times and notes. Bars with a blue outline mark courses that can also be followed online.
Course
Nov 2026DecJan 2027FebMarAprMayJun
An Introduction to Deep Generative Models
The Problem of Well-Posedness for Evolution Equations with Time-Space Dependent Coefficients
The Geometry of Deep Learning also online
An Introduction to Physics-Informed Neural Networks for Evolutionary Differential Equations
Mathematical Theory of the Navier-Stokes Equations
Elliptic Partial Differential Equations with Measure Data also online
Higher Differentiability for Widely Degenerate Elliptic and Parabolic PDEs
Extended Kinetic Theory and Recent Applications
Decision Theory for Artificial Intelligence
Basic Theory of the Riemann Zeta-Function
Optimal Control: Feedback Design, Numerical Methods, and Mean Field Models
Courses with schedule to be arranged
Dates will be set with the interested PhD students: please contact the lecturers.
MATH-01/B Mathematics education and history of mathematics
From Primary Sources to Mathematical Concepts. Topics from the History of Mathematics between the 18th and 19th Centuries
Research Methodologies in Mathematics Education
MATH-02/A Algebra
Introduction to Lie Theory
Topics in Representation Theory
MATH-02/B Geometry
An Introduction to Complex Surfaces and their Classification
An Introduction to Special Structures on Complex Manifolds
Plane Cremona Transformations
Selected Topics in Graph Theory
Selected Topics on Algebraic Curves over Finite Fields
Toric Varieties
MATH-03/A Mathematical analysis
Application of BV and SBV Functions Theory to the Mumford-Shah Functional
BV Functions
Homeomorphisms in Sobolev Spaces: Jacobian, Lusin (N) and Approximation
Semigroups of Bounded Linear Operators and Applications to PDEs
Topological and Comparison-Type Methods for the Study of Boundary Value Problems
MATH-03/B Probability and mathematical statistics
Duality Theory of Markov Processes
Introduction to Financial Mathematics and Derivative Pricing
MATH-04/A Mathematical physics
Fluid Flow through Porous Media and Asymptotic Homogenization
Nonlinear Continuum Mechanics
MATH-05/A Numerical analysis
An Introduction to Optimal Transport: Theory and Numerics
Applied Mathematics for Medical Imaging
Computational Inverse Problems
Mathematical Methods for Deep Learning in Industrial Applications
Numerical Methods for Boundary Integral Equations
Numerical Methods for Option Pricing
Reading courses
Courses without lectures: individual study guided by the lecturer, who should be contacted to agree on materials and assessment.
MATH-03/A Mathematical analysis
Geometry of Principal Frequencies
Introduction to Geometric Measure Theory
Pseudodifferential Calculus
This calendar summarises the information currently available and is updated as lecturers set their dates. For syllabi, times and rooms, please refer to each course page.
