We focus on Functional Analysis and Operator Theory with applications to the study of (partial) differential equations, both deterministic and non-deterministic.
We cover a large spectrum of research areas in probability theory, going from very application-driven towards fundamental research.
Mathematical optimization lies at the heart of many techniques in economy, econometrics, process control, and so on.
We work on mathematical modeling of physical phenomena, often leading to systems of (partial) differential equations.
Our research program concentrates on the development and application of computing methods to the applied sciences.
Data are measured everywhere. We model data statistically and study the resulting models mathematically.
