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2021

  1. October 2021: tba
  2. September 2021: On polyharmonic hypersurfaces in pseudo-Riemannian space forms
  3. September 2021: The supersymmetric nonlinear sigma model as a geometric variational problem
  4. April 2021: Higher order generalizations of harmonic maps6
  5. April 2021: Higher order generalizations of harmonic maps

2020

  1. May 2020: Higher order generalizations of harmonic maps
  2. May 2020: Higher order generalizations of harmonic maps
  3. January 2020: Higher order generalizations of harmonic maps

2019

  1. September 2019: Global existence of Dirac-wave maps with curvature term on expanding spacetimes
  2. September 2019: Higher order energy functionals
  3. June 2019: Higher order generalizations of harmonic maps
  4. February 2019: Higher order generalizations of harmonic maps

2018

  1. September 2018: On semi-biharmonic maps between Riemannian manifolds
  2. June 2018: On semi-biharmonic maps between Riemannian manifolds
  3. June 2018: The supersymmetric nonlinear sigma model as a geometric variational problem
  4. May 2018: On semi-biharmonic maps between Riemannian manifolds
  5. March 2018: Global existence of Dirac-wave maps with curvature term on expanding spacetimes
  6. March 2018: The heat flow for the full bosonic string
  7. February 2018: The supersymmetric nonlinear sigma model as a geometric variational problem: A status report

2017

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

2016

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

2015

  1. September 2015: Renormalization Group Flows as geometric flows
  2. July 2015: An introduction to magnetic geodesics
  3. July 2015: Dirac-harmonic maps, extensions and applications
  4. March 2015: The supersymmetric nonlinear sigma model as a geometric variational problem
  5. March 2015: The full supersymmetric nonlinear sigma model as a geometric variational problem
  6. March 2015: The supersymmetric nonlinear sigma model as a geometric variational problem
  7. February 2015: The normalized second order renormalization group flow
  8. February 2015: The evolution equation for magnetic geodesics
  9. February 2015: The evolution equation for magnetic geodesics
    • Tokyo Institute of Technology, Forschungsseminar Differentialgeometrie
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Volker Branding
Faculty of Mathematics
University of Vienna
Oskar-Morgenstern-Platz 1
1090 Vienna
T: +43-1-4277-50780
Volker Branding | Faculty of Mathematics | University of Vienna | Oskar-Morgenstern-Platz 1 | 1090 Vienna | T +43-1-4277-50639