Theoretical aspects of partial differential equations
Faculty
- Fabio Ancona (Hyperbolic Conservation Laws; Nonlinear Partial Differential Equations)
- Martino Bardi (Fully nonlinear PDEs; viscosity solutions; Mean Field Games)
- Federico Cacciafesta (Dispersive Partial Differential Equations; Dirac equation)
- Laura Caravenna (Regularity; Stability; Uniqueness)
- Mattia Fogagnolo
- Paola Mannucci (Fully nonlinear degenerate elliptic equations; Mean Field Games; Subelliptic equations)
- Claudio Marchi (mean field games systems; homogenization)
- Andrea Marson (Hyperbolic conservation laws)
- Paolo Musolino (Perturbation problems; Asymptotic Analysis)
- Pierpaolo Soravia (Nonlinear first and second order partial differential equations; Existence and uniqueness of solutions; Hamilton-Jacobi equations)
- Daniela Tonon (Hamilton Jacobi equations; Boltzmann equation; Mean Field Games)
- Giulia Treu (regularity of solutions; non standard growth; non uniform ellipticity)
Research Assistants
- Simone Verzellesi (sub-Riemannian geometry)
