Research

My research interests are convex geometry and related problems in geometric (functional) analysis. In many cases, the underlying motivation is to find functional analogs of known concepts from the classical theory of convex bodies. In particular, I have worked on valuations of convex functions, especially on classification results and their integral geometry. I am furthermore interested in volume inequalities and their functional counterparts, as well as Minkowski-type problems. Other topics of my research include isometries and supports of (mixed) area measures.