Quiver moduli and their geometry

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Hans Freudenthal Building
Hans Freudenthal Building

Utrecht Geometry Centre is happy to present a lecture series by Prof. Markus Reineke, the 2025/2026 T.A. Springer Chair, in February 2026. 

Quiver moduli spaces are algebraic varieties encoding the continuous parameters of linear algebra type classification problems. In recent years their topological and geometric properties have been explored, and applications to, among others, Donaldson-Thomas and Gromov-Witten theory have emerged.

The first aim of the lectures is to motivate the study of quiver moduli spaces from the point of view of representation theory, to review their construction via Geometric Invariant Theory, and to discuss several classes of examples. We will proceed by reviewing results on the topology and geometry of these moduli spaces, in particular their cohomology.

The three lectures are being held on the following dates:

  • Wednesday February 4, 13:15-15:00, room HFG611
  • Monday February 9, 9:00-10:45, room HGF611
  • Tuesday February 10, 13:15--15:00, room HGF707

For all lectures and events with Prof. Markus Reineke, please see more on the T.A. Springer Chair page.

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Hans Freudenthal Building (HFG)
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Registration is not needed.

 

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