Dominikus Noll

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About

Dominikus Noll is a leading figure in optimization and control theory, with a particular focus on nonsmooth and hybrid dynamical systems. His major contributions lie in developing rigorous mathematical frameworks for optimizing the stability of complex, periodic systems—work that bridges the gap between theoretical control and practical engineering. In his highly cited 2009 paper, “Stability Optimization of Hybrid Periodic Systems via a Smooth Criterion,” Noll introduced a novel approach to finding open-loop controls that maximize the stability of limit cycles in hybrid systems. By replacing the challenging spectral radius optimization with a smooth criterion, he provided a computationally tractable method that has become a cornerstone for researchers working on legged robotics, power converters, and other periodic processes. With 16 citations, this work exemplifies his ability to solve hard, real-world problems through elegant mathematics. Noll’s broader research portfolio, encompassing nonsmooth optimization and bilevel programming, continues to influence both theory and applications, making him a key reference for students and engineers seeking to design more robust and efficient controlled systems.