معرفی
Prof. Dr. Daniel Hug is a Professor at the Karlsruhe Institute of Technology (KIT), affiliated with the Department of Mathematics and the Institute of Stochastics. His research focuses on Probability, Geometry, Convex geometric analysis, Stochastic geometry, and Educational mathematics. He contributes to the DFG Priority Program Random Geometric Systems and previously participated in the DFG research unit Geometry and Physics of Spatial Random Systems.
Prof. Hug has co-authored two influential monographs: Poisson Hyperplane Tessellations (Springer Monographs in Mathematics) and Lectures on Convex Geometry (Springer Graduate Texts in Mathematics, 2020). His work spans theoretical advancements in convex and stochastic geometry, including integral geometry, random mosaics, and tensor valuations, alongside applied studies in digital microstructures and Minkowski tensors.
His publications from 2025–2024 emphasize hyperbolic space, Boolean models, and Minkowski tensor estimators, reflecting ongoing collaborations with researchers like M. Klatt, C. Thäle, and R. Schneider. Prof. Hug leads courses such as Stochastic Geometry and seminars on Random graphs and tessellations, and is actively involved in working groups like AG Stochastische Geometrie and AG Stochastik.
