During the semesters, we will have a Learning seminar, open to any who wishes to participate, where we explore different aspects arising in Poisson Geometry (either older or more recent developments of the field) in order to better understand them and become better and more well-rounded mathematicians, allowing us to use different concepts in our research.
SS 2025: Deformation Quantisation
In the Summer Semester 2025, we shall explore Deformation Quantisation and its connections to Physics, where one usually requires that classical theories can be transformed into quantum ones in a suitable mathematical manner. More details can be found here.
WS 24/25: Derived Geometry
In our first Semester, we study Derived Geometry, particularly Derived Algebraic Geometry and Derived Symplectic Geometry, to better understand current developments in the field, as well as, possible extensions to a ‘Derived Poisson Geometry’. Check here for a more detailed explanation and a tentative schedule.