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Mathematisches Institut
Endenicher Allee 60
53115 Bonn, Germany

Office: 3.022
Tel: +49-228-73-62241
eMail: <lastname>@uni-bonn.de

Daniel Kasprowski

I am a postdoc in the Topology group at the University of Bonn. Previously, I was a postdoc at the Max Planck Insitute for Mathematics in Bonn for two years. My research interests are algebraic K- and L-theory and the Farrell-Jones conjecture and, furthermore, 4-manifold topology. I received my doctoral degree in May 2014 at the University of Münster under supervision of Arthur Bartels.

Teaching

WS 19/20:Seminar: Characteristic classes
Assistant for the lecture course: Algebraic Topology I
SS 19:Lecture course: Topology II
WS 18/19:S2D3 – Hauptseminar Differentialtopologie (with Wolfgang Lück)
Lecture course: Geometric Group Theory
Assistant for the lecture course: Topologie I
SS 18:S1G1-Seminar: Darstellungstheorie endlicher Gruppen (with Christian Wimmer)
Assistant for the lecture course: Einführung in die Geometrie und Topologie
WS 17/18:Seminar: Knot theory (with Christoph Winges)
SS 17:Assistant for the lecture course: Einführung in die Geometrie und Topologie
Seminar: Lie groups (with Viktoriya Ozornova)
WS 16/17:Assistant for the lecture course: Algebraic Topology I
Seminar: The Farrell-Jones conjecture (with Mark Ullmann, Christoph Winges and Jianchao Wu)
SS 16:Geometric Topology Seminar (with Wolfgang Lück and Peter Teichner)

Articles

Preprints

  • Controlled objects in left-exact ∞-categories and the Novikov conjecture (with Ulrich Bunke, Denis-Charles Cisinski and Christoph Winges)
    arXiv:1911.02338: pdf
  • CP^2-stable classification of 4-manifolds with finite fundamental group (with Peter Teichner)
    arXiv:1907.11920: pdf
  • K- and L-theory of graph products of groups (with Kevin Li and Wolfgang Lück)
    arXiv:1906.01951: pdf
  • Homotopy theory with marked additive categories (with Ulrich Bunke, Alexander Engel and Christoph Winges)
    arXiv:1811.04007: pdf
  • Coarse embeddings into products of trees
    arXiv:1810.13361: pdf
  • Injectivity results for coarse homology theories (with Ulrich Bunke, Alexander Engel and Christoph Winges)
    arXiv:1809.11079: pdf
  • Transfers in coarse homology (with Ulrich Bunke, Alexander Engel and Christoph Winges)
    arXiv:1809.08300: pdf
  • Four-manifolds up to connected sum with complex projective planes (with Mark Powell and Peter Teichner)
    arXiv:1802.09811: pdf
  • Equivariant coarse homotopy theory and coarse algebraic K-homology (with Ulrich Bunke, Alexander Engel and Christoph Winges)
    arXiv:1710.04935: pdf

Theses: