∙ Integrable systems in relation with differential, algebraic and symplectic geometry, as well as with the theory of random matrices, special functions and nonlinear waves, Frobenius manifolds
• Deformation theory, moduli spaces of sheaves and of curves, in relation with supersymmetric gauge theories, strings, Gromov-Witten invariants, orbifolds and automorphisms

• Quantum groups, noncommutative Riemannian and spin geometry, applications to models in mathematical physics

• Mathematical methods of quantum mechanics

• Mathematical aspects of quantum Field Theory and String
Theory

• Symplectic geometry, sub-riemannian geometry

• Geometry of quantum fields and strings

## SISSA Mathematical Fellowships

## DESCRIPTION

SISSA Mathematical Fellowships are 3-years post-doctoral positions for promising early stage researchers in Mathematics. The SISSA Mathematical fellowships are not restricted to a specific research theme but are intended to give to promising, highly qualified, early stage researchers the opportunity to independently pursue their own research as well as to enlarge their research profile by interacting with top-leading scientists.

## Local moduli of semisimple Frobenius coalescent structures

## Spectral Properties of the 2+1 Fermionic Trimer with Contact Interactions

## Mathematical Colloquia 2017-2018

Date | Speaker | Seminar |

December 20 |