Henrik Rüping

I am a postdoc at the Universität Bonn in the Bonn topology group

Contact

Postal address: Henrik Rueping, Mathematisches Institut, Universität Bonn, Endenicher Allee 60, 53115 Bonn, Germany
Office: Room 4.024
Phone: +49 228 73-62369

GRK Research Seminar Schedule:

• Applications of Controlled Topology
  

Preprints

• Arthur Bartels, Wolfgang Lueck, Holger Reich, Henrik Rueping:
  K- and L-theory of group rings over GL_n(Z)
  to appear in Publ. Math. IHES
• Giovanni Gandini, Henrik Rueping:
  The Farrell-Jones conjecture for Graph Products
  Algebraic and Geometric Topology 13(2013),3651-3660
• Henrik Rueping:
  The Farrell-Jones conjecture for some general linear groups
  Universitaets- und Landesbibliothek Bonn
• Adam Mole, Henrik Rueping:
  Equivariant refinements
  arXiv Preprint
• Henrik Rueping:
  The Farrell-Jones conjecture for S-arithmetic groups
  arXiv Preprint
• Giovanni Gandini,Sebastian Meinert, Henrik Rueping:
  The Farrell-Jones conjecture for fundamental groups of graphs of abelian groups
  arXiv Preprint
• Holger Kammeyer, Wolfgang Lueck and Henrik Rüping:
  The Farrell-Jones conjecture for arbitrary lattices in virtually connected Lie groups
  arXiv Preprint

Talks/Slides of talks:

• The Farrell-Jones conjecture for some general linear groups, 17th NRW Topology meeting, Muenster, May 4th 2012
• The Farrell-Jones conjecture for some general linear groups, Oberseminar Bonn, November 6th 2012
• The Farrell-Jones conjecture for graph products, Oberseminar Karlsruhe, October 24th 2012
• The Farrell-Jones conjecture for graph products, Topology seminar Copenhagen, 15th 2013
• Slides of my PhD defense(in German).
• A rough outline of the proof of the Farrell-Jones conjecture for CAT(-1)-groups ( Printversion) , GRK Research Seminar Bonn, July 14th 2014

Interests:

• Geometric Group Theory
  
• Algebraic K-Theory
  
• Manifolds
  

Links

• Bonn Topology group
• MathOverflow.
• I created a ray tracing software for very simple objects in hyperbolic space, Euclidean space and in the 3-sphere. Some videos can still be found here. It might be possible to extend these programs to some of the remaining model geometries.
  Furthermore it would be nice to create videos about decomposition space theory, the Alexander horned sphere and the Bing involution on the 3-sphere.