JournalsowrVol. 21, No. 3pp. 1787–1854

Algebraic Geometry: Wall Crossing and Moduli Spaces, Varieties and Derived Categories

  • Daniel Huybrechts

    Universität Bonn, Bonn, Germany

  • Giulia Saccà

    Columbia University, New York, USA

  • Richard Thomas

    Imperial College of Science and Technology, London, UK

  • Chenyang Xu

    Princeton University, Princeton, USA
Algebraic Geometry: Wall Crossing and Moduli Spaces, Varieties and Derived Categories cover
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Abstract

The workshop addressed a broad range of subjects in algebraic geometry. Recent results on moduli spaces of various types (of sheaves, complexes, varieties) played a prominent role in many of the talks, as well as derived categories of coherent sheaves. A number of talks were devoted to the geometry of special varieties (Calabi–Yau, hyperkähler) and to the geometry of the Hitchin system.

Cite this article

Daniel Huybrechts, Giulia Saccà, Richard Thomas, Chenyang Xu, Algebraic Geometry: Wall Crossing and Moduli Spaces, Varieties and Derived Categories. Oberwolfach Rep. 21 (2024), no. 3, pp. 1787–1854

DOI 10.4171/OWR/2024/32