## 2017

- September 2017: The supersymmetric nonlinear sigma model: Harmonic maps coupled to spinor fields
- September 2017: On the nodal set of solutions to spinorial equations on closed surfaces
- August 2017: The supersymmetric nonlinear sigma model: Harmonic maps coupled to spinor fields
- May 2017: The supersymmetric nonlinear sigma model: Harmonic maps coupled to spinor fields
- March 2017: The full bosonic string as a geometric variational problem

## 2016

- June 2016: Prescribing curvature and torsion on surfaces
- June 2016: On the nodal set of solutions to spinorial equations on closed surfaces
- April 2016: On the nodal set of solutions to spinorial equations on closed surfaces
- February 2016: Symmetry reduction of principal fibre bundles with applications in geometry and physics
- January 2016: On the nodal set of solutions to spinorial equations on closed surfaces

## 2015

- September 2015: Renormalization Group Flows as geometric flows
- July 2015: An introduction to magnetic geodesics
- July 2015: Dirac-harmonic maps, extensions and applications
- March 2015: The supersymmetric nonlinear sigma model as a geometric variational problem
- March 2015: The full supersymmetric nonlinear sigma model as a geometric variational problem
- March 2015: The supersymmetric nonlinear sigma model as a geometric variational problem
- February 2015: The normalized second order renormalization group flow
- February 2015: The evolution equation for magnetic geodesics
- February 2015: The evolution equation for magnetic geodesics
- Tokyo Institute of Technology, Forschungsseminar Differentialgeometrie

**Volker Branding**

**Faculty of Mathematics**

University of Vienna

Oskar-Morgenstern-Platz 1

1090 Vienna

T: +43-1-4277-50780