Sprecher
Leonie Mühlherr
Beschreibung
Graphic hyperplane arrangements are an interesting example of arrangements, since they are the subarrangements of the well-studied braid arrangement and have a strong connection to graph theory. This makes it possible to use graph theoretical tools to study them and specifically their module of logarithmic derivations. This talk will highlight some of these tools in the hyperplane arrangement setting, showcase some (recent) results and suggest further research directions to explore.
