Georg Vossen

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About

Georg Vossen has made significant contributions to optimal control theory, with a particular focus on L1-minimization and its applications in robotics. His most-cited work, "On L1-minimization in optimal control and applications to robotics" (2006, 92 citations), provides a rigorous analysis of optimal control problems where control variables appear linearly in the dynamics. In this influential paper, Vossen systematically examines cost functionals based on different Lp-norms of the control, revealing that the case p=0 corresponds to time-optimal control, while p>1 yields standard smooth optimal control problems. This framework bridges theoretical optimal control with practical robotic applications, offering engineers and researchers a unified approach to trajectory optimization. Vossen's work is particularly valuable for understanding how control structure and cost functional choices affect solution properties, making it essential reading for those working at the intersection of control theory and robotics. His research continues to inform modern approaches to motion planning and autonomous systems, demonstrating the enduring relevance of his analytical contributions to the field.