PhD in Pure and Applied Mathematics

Research products

Courses

• Analisi III (FIS0114)
  Corso di laurea in Fisica
• Matematica e statistica per l'ambiente (SAF0391)
  Corso di Laurea in Scienze e tecnologie per la montagna - MONTES
• Math-Lab (MAT0207 )
  Laurea magistrale in Matematica
• Modelli differenziali (MAT0292)
  Corso di laurea in matematica
• Topics in nonlinear analysis, Calculus of Variations and Optimization
  PhD in Pure and Applied Mathematics

Research topics

Nonlinear functional analysis, Variational Methods, Topological methods, Abstract critical points the-
ory, Variational index;
N-body problems, Homogeneous potentials, Logarithmic potentials, Symmetries, Equivariant dynam-
ical systems, Singularities in the N-body problem, Locally minimizing trajectories, Collision solutions,
Collisionless solutions, Asympthotic estimates, Zero-energy trajectories, Phase transitions;
Henon equation, Neumann problem, Supercritical nonlinearity, Radial solutions;
Hamiltonian systems, Linear Stability, Spectral Flow, Relative Equilibrium.

Research groups

• Equazioni Differenziali non Lineari

Research projects

• PRIN - Variational and perturbative aspects of nonlinear differential problems
• Equazioni differenziali lineari e nonlineari
• Analisi di Gabor, Operatori Pseudodifferenziali ed Equazioni Differenziali

Activities in agenda

See my calendar

Academic bodies

• Commissione Monitoraggio e Riesame LT
• Consiglio del Corso di Studio Integrato per i Corsi di Laurea in Fisica, in Ottica e Optometria e Laurea Magistrale in Fisica

• Commissione per la Didattica
• Consiglio di Dipartimento

• Consiglio di Corso di Laurea

Office hours