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Professor Dr. Thomas Schick

Address Georg-August-Universität Göttingen
Mathematisches Institut
Bunsenstraße 3-5
37073 Göttingen

Projects

As Applicant
- Current projects
  - Geometric Chern characters for p-adic equivariant K-theory and K-homology (Priority Programmes)
  - Profinite perspectives on L2-cohomology (Priority Programmes)
- Completed projects
  - Index theoretic approaches to the classification of positive scalar curvature (Priority Programmes)
  - Coarse geometry and applications to the Baum-Connes conjecture (Research Grants)
  - K-Theory, C*-algebras and Index theory (Research Grants)
  - L2-invariants (Priority Programmes)
  - Positive scalar curvature at the intersection of global analysis, geometric topology and coarse geometry (Priority Programmes)
  - L2-invariants of groups (Research Grants)
  - Singular Foliations: Desingularization and the Baum-Connes Conjecture (Research Grants)
  - Large scale index, positive scalar curvature and manifold topology (Research Grants)
  - Analytic L2-invariants of non-positively curved spaces (Priority Programmes)
  - Diffeomorphisms and the topology of positive scalar curvature (Priority Programmes)
As Spokesperson
- Current projects
  - GRK 2491: Fourier Analysis and Spectral Theory (Research Training Groups)
- Completed projects
  - GRK 535: Groups and Geometry (Research Training Groups)
As Participating Researcher
- Completed projects
  - GRK 1493: Mathematical Structures in Modern Quantum Physics (Research Training Groups)
As Participating Person
- Completed projects
  - Geometrische und getwistete algebraische Topologie (Priority Programmes)
  - Index theoretic approaches to the classification of positive scalar curvature (Priority Programmes)
  - Smooth extensions of generalized cohomology theories (Priority Programmes)

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