Now showing items 1621-1640 of 1701

    • 1607a - Topological Recursion and TQFTs 

      [OWR-2016-9] (2016) - (14 Feb - 20 Feb 2016)
      The topological recursion is an ubiquitous structure in enumerative geometry of surfaces and topological quantum field theories. Since its invention in the context of matrix models, it has been found or conjectured to ...
    • 0137 - Topologie 

      [TB-2001-42] (2001) - (09 Sep - 15 Sep 2001)
    • 0338 - Topologie 

      [TB-2003-40] (2003) - (14 Sep - 20 Sep 2003)
    • 0437 - Topologie 

      [OWR-2004-44] (2004) - (05 Sep - 11 Sep 2004)
    • 0039 - Topologie 

      [TB-2000-39] (2000) - (24 Sep - 30 Sep 2000)
    • 9937 - Topologie 

      [TB-1999-37] (1999) - (12 Sep - 18 Sep 1999)
    • 0239 - Topologie 

      [TB-2002-45] (2002) - (22 Sep - 28 Sep 2002)
    • 1038 - Topologie 

      [OWR-2010-42] (2010) - (19 Sep - 25 Sep 2010)
      This conference is one of the few occasions where researchers from many different areas in algebraic and geometric topology are able to meet and exchange ideas. Accordingly, the program covered a wide range of new developments ...
    • 0838 - Topologie 

      [OWR-2008-43] (2008) - (14 Sep - 20 Sep 2008)
    • 1438 - Topologie 

      [OWR-2014-42] (2014) - (14 Sep - 20 Sep 2014)
      The Oberwolfach conference “Topologie” is one of only a few opportunities for researchers from many different areas in algebraic and geometric topology to meet and exchange ideas. The program covered new developments in ...
    • 1238 - Topologie 

      [OWR-2012-45] (2012) - (16 Sep - 22 Sep 2012)
      The Oberwolfach conference “Topologie” is one of the few occasions where researchers from many different areas in algebraic and geometric topology are able to meet and exchange ideas. Accordingly, the program covered a ...
    • 0638 - Topologie 

      [OWR-2006-43] (2006) - (17 Sep - 23 Sep 2006)
      The participants in this conference covered all areas of algebraic and geometric topology. The talks covered a wide range of recent developments, such as the Farrell-Jones conjecture, knot theory, geometric group theory, ...
    • 1629 - Topologie 

      [OWR-2016-35] (2016) - (17 Jul - 23 Jul 2016)
      The Oberwolfach conference “Topologie” is one of only a few opportunities for researchers from many different areas in algebraic and geometric topology to meet and exchange ideas. This year we emphasized two topics of ...
    • 0105 - Topologische Methoden in der Gruppentheorie 

      [TB-2001-4] (2001) - (28 Jan - 03 Feb 2001)
    • 1803 - Topology of Arrangements and Representation Stability 

      [OWR-2018-2] (2018) - (14 Jan - 20 Jan 2018)
      The workshop “Topology of arrangements and representation stability” brought together two directions of research: the topology and geometry of hyperplane, toric and elliptic arrangements, and the homological and representation ...
    • 0902 - Toric Geometry 

      [OWR-2009-1] (2009) - (04 Jan - 10 Jan 2009)
      Toric Geometry originated from investigations of torus actions on geometric and algebraic objects. It is addressed through algebraic geometry, symplectic geometry, equivariant topology, as well as the theory of convex ...
    • 1216 - Toric Geometry 

      [OWR-2012-21] (2012) - (15 Apr - 21 Apr 2012)
      Toric Geometry plays a major role where a wide variety of mathematical fields intersect, such as algebraic and symplectic geometry, algebraic groups, and combinatorics. The main feature of this workshop was to bring people ...
    • 1613 - Toric Geometry 

      [OWR-2016-19] (2016) - (27 Mar - 02 Apr 2016)
      Toric geometry is a subfield of algebraic geometry with deep intersections with combinatorics. This workshop brought together researchers working in toric geometry, applying toric geometry elsewhere in algebraic geometry, ...
    • 1939 - Toric Geometry 

      [OWR-2019-43] (2019) - (22 Sep - 28 Sep 2019)
      Toric geometry is a subfield of algebraic geometry with rich interactions with geometric combinatorics, and many other fields of mathematics. This workshop brought together a broad range of mathematicians interested in ...
    • Torsion-free Covers of Solvable Minimax Groups 

      [OWP-2015-15] Kropholler, Peter H.; Lorensen, Karl (Mathematisches Forschungsinstitut Oberwolfach, 2015-11-18)
      We prove that every finitely generated solvable minimax group can be realized as a quotient of a torsion-free solvable minimax group. This result has an application to the investigation of random walks on finitely generated ...