Supervisors
and co-supervisors* at the University of Turin
The young faculty (ricercatori), and colleagues from other Departments of the University of Torino (or other Universities), can be co-supervisors together with a professor from the Mathematics Department.
- Francesco Amoroso
number theory, diophantine geometry -
large scale random systems, random graphs, stochastic dynamics
- Alessandro Ardizzoni
Hopf algebras and monoidal categories - Vivina Barutello
celestial mechanics, dynamical systems -
Francesco Beccuti (at the Mathematics Department starting on October 2026)philosophical and sociological themes in mathematics education
- Cristina Bertone
computer algebra, polynomial bases - Alberto Boscaggin
boundary value problems, Hamiltonian systems, celestial mechanics - Iulia Martina Bulai
biomathematics, graph signal processing, computation of automorphic forms - Reto Buzano
geometric analysis, Ricci flow, mean curvature flow - Paolo Caldiroli
prescribed mean curvature problems, variational and perturbative methods - Marco Cappiello
microlocal analysis, evolution pde, pseudodifferential operators, Gevrey and Gelfand-Shilov spaces - Raphael Carroy
descriptive set theory, study of definable relations and functions on analytic spaces - Cinzia Casagrande
birational geometry of projective varieties, Fano varieties - Roberto Cavoretto
kernel-based approximation methods, numerical optimization, and machine learning algorithms - Karl Christ
algebraic geometry, moduli of curves, tropical geometry - Alan Cigoli
categorical algebra, category theory - Francesca Colasuonno
variational methods for nonlinear elliptic PDEs, compactness issues and symmetry phenomena - Sandro Coriasco
analysis on non-compact and singular manifolds, pseudodifferential and Fourier integral operators - Elena Cordero
time-frequency analysis, pseudodifferential and Fourier integral operators, frames, deep learning - Alessandra De Rossi
meshfree approximation methods, numerical algorithms for AI/ML and big data - Elvira Di Nardo
first passage time problems, cumulants with applications - Lorenzo Fatibene
conservative laws for relativistic theories and gauge theories, variational methods for field theories, Dirac equations on varieties - Andrea Ferraguti
number theory, arithmetic dynamics, applied algebra - Francesca Ferrara
mathematical imagination and semiotic activity, diagrams and (digital and non) representations in mathematics - Anna Fino
Hermitian and G_2- geometry, geometric flows - Federica Galluzzi*
Hodge theory, K3 surfaces, Brauer groups - Alessandro Iacopetti
regularity theory for the prescribed mean curvature equation in the Lorentz-Minkowski space, surfaces of prescribed mean curvature - Elena Issoglio
stochastic differential equations with singular coefficients, McKean-Vlasov Equations, and their numerical schemes - Ignazio Longhi*
number theory, arithmetic geometry (Iwasawa theory, function field arithmetic) - Riccardo Walter Maffucci
graph theory, number theory, geometry of numbers, discrete mathematics, probability - Dario Martelli
mathematical structures emerging from string theory, holography, quantum field theories, and black holes - Luca Motto Ros
descriptive set theory (classical and generalized), Borel reducibility and classification problems - Fabrizio Nieri
exact methods in quantum field theories, algebraic/integrable structures emerging from string theory - Incoronata Notarangelo
approximation theory and machine learning applications, orthogonal polynomials, numerical methods for integral equations - Giovanni Ortenzi
fluid dynamics, conservation laws and Hamiltonian structures, incoherent fluids in curved spacetimes - Tommaso Pacini
complex geometry, calibrated geometry -
variational sequences, inverse variational problems, Lepage equivalents
- Gianluca Paolini
group theory, model theory, applications of descriptive set theory -
equivariant localization in quantum field theory, quantum algebras in integrable systems
- Federico Polito
fractional stochastic processes, random graphs - Alessandro Portaluri *
symplectic methods in Hamiltonian dynamics, index theory and spectral flow formulae - Marco Radeschi
rigidity in riemannian geometry, isometric group actions, singular riemannian foliations - Alberto Raffero
G2 geometry, special geometric structures and their automorphisms - Sara Remogna
numerical methods for function and data approximation, spline and applications - Ornella Robutti
the meanings of mathematical objects, communities of mathematics teachers and mathematics education researchers - Matteo Luca Ruggiero
gravitational theories, exact solutions of general relativity - Andrea Seppi
geometric topology, pseudo-Riemannian geometry -
Hopf algebras and related structures, partial representation theory, trusses and heaps of modules
- Nicola Soave
semilinear elliptic equations: existence and rigidity, free boundary problems and nodal sets - Lea Terracini*
number theory, Galois representations, continued fractions - Susanna Terracini
geometric theory of PDE and free boundaries, celestial mechanics and dynamical systems - Riccardo Tione
PDEs, differential inclusions and convex integration - Bruno Toaldo
stochastic processes and non-local operators, anomalous transport and diffusion -
PDEs, regularity theory, free boundary problems
- Luigi Vezzoni
complex differential geometry, geometric analysis - Matteo Viale
logic, set theory, forcing - Cristina Zucca
direct and inverse problem for first passage times, detection algorithms - Davide Zucco
shape optimization, calculus of variations, analysis of PDE