Projects

Besides accumulating relevant knowledge, the projects are intended to help students develop some of the skills needed to conduct research:

How to self-organize and operate as members of a research team.
How to find relevant information in the literature, organize & present it to other team members and to the wider community.
How to use some of the relevant tools (latex, beamer, overleaf, meld etc.)
How to make scientific presentations to various audiences.

The projects are intended to stimulate as much as possible student initiative, self-organization and creativity. They are led by students for the benefit of students -- including for the benefit of further generations.

Current projects

1) Bundles of elementary Clifford modules on psedo-Riemannian manifolds

2) Yang-Mills theory on Lorentzian four-manifolds

3) Characteristic classes

4) Homotopy groups and homotopy equivalence

5) The Eilenberg-Steenrod axioms for (generalized) homology and cohomology theories

6) Higher geometry of charged dynamics

7) Quantisation as a functor

8) Feynman-Kac formula

9) Integrability in discrete dynamical systems (Singularity approach)

10) Integrability in discrete dynamical systems (Geometry of integrable mappings)

11) Complex Riemann surfaces