PhD students

Research topic: Generic Poisson structures in odd dimensions

Research topic: Smooth Poisson linearization around semisimple singularities

Research topic: Normal forms for complex Dirac structures

co-advisor: João Nuno Mestre

Research topic: Linearization of Lie algebroids

co-advisor: Marco Zambon

Research topic: Desingularization of Lie algebroids and related geometric structures

co-advisor: Pedro Resende

PhD Thesis: Fundamentals of Lie categories and Yang–Mills theory for multiplicative Ehresmann connections

PhD Thesis: Poisson cohomology and linearization for sl(2,R) and sl(2,C)

co-advisor: Marco Zambon

PhD Thesis: On Submanifolds and Deformations in Poisson Geometry

co-advisor: Marius Crainic

PhD Thesis: On Integrable Systems & Rigidity for PDEs with Symmetry