Gergely Ambrus: Critical central sections of the cube
Ambrus GergelyBBC+G Seminar
on 3/3/23
The class of logarithmically concave functions is a natural extension of the class of convex sets in Euclidean -space. Several notions and results on convex sets have been extended to this wider class. We study how the problem of the smallest volume affine image of a given convex body that contains another given convex body can be phrased and solved for functions. Joint work with Grigory Ivanov and Igor Tsiutsiurupa.