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Christof Geiss


Phone: +45 6550 3980

At the moment, my research is mainly focused on the "categorification" of cluster algebra structures appearing in Lie-theory via preprojective algebras and on mutation finite cluster algebras. This research is carried out in colaborations with Michael Barot, Daniel Labardini Fragoso, Bernard Leclerc, Jan Schröer and Andrei Zelevinsky. I also look at the quiver mutation applet by Bernhard Keller.
Other research interests include tame and in particular derived tame algebras, and the geometry of varieties related to the representation theory of finite-dimensional associative algebras.


Group webpage: Christof Geiss


A complete list of publications by Christof Geiss can be found here.