Browsing by Title

Now showing items 839-858 of 1969

    • 0507 - Komplexe Algebraische Geometrie 

      [OWR-2005-7] (2005) - (13 Feb - 19 Feb 2005)

    • 0740 - Komplexe Algebraische Geometrie 

      [OWR-2007-47] (2007) - (30 Sep - 06 Oct 2007)
      The Conference focused on several classical theories in the realm of complex algebraic geometry, such as Abelian Varieties, Jacobians and Pryms, Moduli spaces, Variation of Hodge structures and Algebraic surfaces. New ...

    • 1735 - Komplexe Analysis 

      [OWR-2017-39] (2017) - (27 Aug - 02 Sep 2017)
      Complex Analysis is a very active branch of mathematics. The aim of this workshop was to discuss recent developments in several complex variables and complex geometry. Topics included singular Kähler–Einstein metrics, ...

    • 0835 - Komplexe Analysis 

      [OWR-2008-38] (2008) - (24 Aug - 30 Aug 2008)

    • 1035 - Komplexe Analysis 

      [OWR-2010-39] (2010) - (29 Aug - 04 Sep 2010)
      The aim of this workshop was to discuss recent developments in several complex variables and complex geometry. Special emphasis was put on the interaction between model theory and the classification theory of complex ...

    • 0635 - Komplexe Analysis 

      [OWR-2006-40] (2006) - (27 Aug - 02 Sep 2006)
      The main aim of this workshop was to discuss recent developments in several complex variables and complex geometry. The topics included: classification of higher dimensional varieties, mirror symmetry, hyperbolicity, Kähler ...

    • 0035 - Komplexe Analysis 

      [TB-2000-35] (2000) - (27 Aug - 02 Sep 2000)

    • 0435 - Komplexe Analysis 

      [OWR-2004-42] (2004) - (22 Aug - 28 Aug 2004)

    • 0235 - Komplexe Analysis 

      [TB-2002-41] (2002) - (25 Aug - 31 Aug 2002)

    • 1236 - Komplexe Analysis 

      [OWR-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, ...

    • 1435 - Komplexe Analysis 

      [OWR-2014-39] (2014) - (24 Aug - 30 Aug 2014)
      Complex Analysis is a very active branch of mathematics with applications in many other fields. The central aim of our workshop was to present recent results in several complex variables and complex geometry, and to survey ...

    • 2034 - Komplexe Analysis - Algebraicity and Transcendence (hybrid meeting) 

      [OWR-2020-24] (2020) - (16 Aug - 22 Aug 2020)
      This is the report of the Oberwolfach workshop Komplexe Analysis 2020. It was mainly devoted to the transcendental methods of complex algebraic geometry and featured eighteen talks about recent important developments in ...

    • 2315 - Komplexe Analysis - Differential and Algebraic methods in Kähler spaces 

      [OWR-2023-18] (2023) - (09 Apr - 14 Apr 2023)
      Our workshop focused on recent results in our main field (complex geometry) and its connection with other branches of mathematics. The main theme of an important proportion of the talks was Hodge theory, combined with ...

    • 0318 - Komplexitätstheorie 

      [TB-2003-19] (2003) - (27 Apr - 03 May 2003)

    • 0002 - Kontinuierliche Optimierung und Industrieanwendungen 

      [TB-2000-2] (2000) - (09 Jan - 15 Jan 2000)

    • 0651 - Konvexgeometrie 

      [OWR-2006-56] (2006) - (17 Dec - 23 Dec 2006)
      The geometry of convex domains in Euclidean space plays a central role in several branches of mathematics: functional and harmonic analysis, the theory of PDE, linear programming and, increasingly, in the study of other ...

    • 0117 - Konvexgeometrie 

      [TB-2001-18] (2001) - (22 Apr - 28 Apr 2001)

    • Konvexität in der Komplexen Analysis 

      [OWS-02] Diederich, Klas; Lieb, Ingo (Birkhäuser Basel, 1981)

    • Ky Fan Theorem for Sphere Bundles 

      [OWP-2024-03] Panina, Gaiane; Živaljević, Rade (Mathematisches Forschungsinstitut Oberwolfach, 2024-04-05)
      The classic Ky Fan theorem is a combinatorial equivalent of Borsuk-Ulam theorem. It is a generalization and extension of Tucker’s lemma and, just like its predecessor, it pinpoints important properties of antipodal colorings ...

    • l-Torsion Bounds for the Class Group of Number Fields with an l -Group as Galois Group 

      [OWP-2020-11] Klüners, Jürgen; Wang, Jiuya (Mathematisches Forschungsinstitut Oberwolfach, 2020-05-04)
      We describe the relations among the $\ell$-torsion conjecture for $\ell$-extensions, the discriminant multiplicity conjecture for nilpotent extensions and a conjecture of Malle giving an upper bound for the number of ...