• 1236 - Komplexe Analysis 

      [OWR-2012-43] Workshop Report 2012,43 (2012) - (02 Sep - 08 Sep 2012)
      The aim of this workshop was to discuss recent developments in several complex variables and complex geometry. Special emphasis was put on the interaction of analytic and algebraic methods. Topics included Kähler geometry, ...
    • 1240c - Mini-Workshop: Cohomology Rings and Fundamental Groups of Hyperplane Arrangements, Wonderful Compactifications, and Real Toric Varieties 

      [OWR-2012-49] Workshop Report 2012,49 (2012) - (01 Oct - 06 Oct 2012)
      The purpose of this workshop was to bring together researchers with a common interest in the objects mentioned in the title from, respectively, the points of view of toric and tropical geometry, arrangement theory, and ...
    • 1240b - Mini-Workshop: Topology of Real Singularities and Motivic Aspects 

      [OWR-2012-48] Workshop Report 2012,48 (2012) - (01 Oct - 06 Oct 2012)
      This workgroup focusses on some recent issues in real singularities, concerning the topology of the Milnor fibre of a singular map and several motivic aspects of singularities of sets definable in some structures over the ...
    • 1245a - Non-Archimedean Analytic Geometry 

      [OWR-2012-53] Workshop Report 2012,53 (2012) - (04 Nov - 10 Nov 2012)
      The workshop focused on recent developments in non-Archimedean analytic geometry with various applications to arithmetic and algebraic geometry. These applications include questions in Arakelov theory, p-adic differential ...
    • 1239 - Singularities 

      [OWR-2012-46] Workshop Report 2012,46 (2012) - (23 Sep - 29 Sep 2012)
      Singularity theory is concerned with the local and global structure of maps and spaces that occur in algebraic, analytic or differential geometric context. It uses methods from algebra, topology, algebraic geometry and ...
    • 1217b - Singularity Theory and Integrable Systems 

      [OWR-2012-23] Workshop Report 2012,23 (2012) - (22 Apr - 28 Apr 2012)
      The workshop brought together three very different areas of mathematics, namely singularity theory, integrable systems and quantum cohomology. They are linked by their applications in topological quantum field theory and ...