Steffen Winter

Steffen Winter is a Lecturer (PD Dr.) at the Institute of Stochastics, Karlsruhe Institute of Technology (KIT). His research specializes in Fractal Geometry, Geometric Measure Theory, Stochastic Geometry, and Dynamical Systems. He leads the DFG-funded project Scaling of curvature measures and the modified Weyl-Berry conjecture and serves as Principal Investigator for project 12 (Morphometric Roughness of Nanostructured Surfaces) within the DFG Priority Programme 2265 (Random Geometric Systems).

Winter's work explores the mathematical foundations of fractals, stochastic processes, and geometric measurements. Key themes include Minkowski content, curvature measures, self-similar sets, percolation models, and applications to materials science and geoscience. Recent publications emphasize fractal dimensionality, surface roughness quantification, and stochastic convergence in complex systems.

He teaches advanced courses including Stochastic Geometry, Fractal Geometry, and Markov Chains, and mentors students through seminars and proseminars. No awards or research grants besides DFG projects are documented.