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
• Alessandro Ardizzoni
  Hopf algebras and monoidal categories
• Vivina Barutello
  celestial mechanics, dynamical systems
• Cristina Bertone
  computer algebra, polynomial bases
• Alberto Boscaggin
  boundary value problems, Hamiltonian systems, celestial mechanics
• 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 algorithms with applications to AI and ML
• Alan Cigoli
  categorical algebra, category theory
• 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, computing in applied probability
• Lorenzo Fatibene
  conservative laws for relativistic theories and gauge theories, variational methods for field theories, Dirac equations on varieties
• 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)
• Dario Martelli
  mathematical structures emerging from string theory, holography, quantum field theories, and black holes
• Riccardo Moschetti *
  derived categories and semiorthogonal decompositions, Hurwitz spaces and monodromy
• 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
• Tommaso Pacini
  complex geometry, calibrated geometry
• Gianluca Paolini
  group theory, model theory, applications of descriptive set theory
• 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
• Nicola Soave
  semilinear elliptic equations: existence and rigidity, free boundary problems and nodal sets
• Susanna Terracini
  geometric theory of PDE and free boundaries, celestial mechanics and dynamical systems
• Bruno Toaldo
  stochastic processes and non-local operators, anomalous transport and diffusion
• Luigi Vezzoni
  complex differential geometry, geometric analysis
• Stefano Vita *
  geometric theory of PDE and free boundaries
• 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