Kubota-Type Formulas and Supports of Mixed Measures

Explore a mathematical investigation into the support of mixed surface area measures involving lower-dimensional disks in this 23-minute lecture. Delve into the motivation behind this research, stemming from a problem related to mixed Monge-Ampère measures of convex functions. Learn about the establishment of a Kubota-type formula for mixed area measures and discover how the research addresses a special case of Schneider's conjecture. Gain insights into this collaborative work by Jacopo Ulivelli, Daniel Hug, and Fabian Mussnig, presented at the Hausdorff Center for Mathematics.

Jacopo Ulivelli: Kubota-type formulas and supports of mixed measures