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Fields of Interest
Numerical Methods for DAE, PDE and FDE; Direct "Simultaneous" Methods for Nonlinear Optimization and Optimal Control with DE Constraints: Sensitivity Analysis, State and Parameter Estimation, Optimum Experimental Design, Real-Time Optimization, Constrained Open- and Closed-Loop Control; Optimization under Uncertainties; Adaptive Discretization and Approximate Newton Type Methods with DE Constraints; Eigenvalue Optimization and Stability Optimization of Gait Patterns; Applications diverse fields.
Numerical Methods for DAE, PDE and FDE; Direct "Simultaneous" Methods for Nonlinear Optimization and Optimal Control with DE Constraints: Sensitivity Analysis, State and Parameter Estimation, Optimum Experimental Design, Real-Time Optimization, Constrained Open- and Closed-Loop Control; Optimization under Uncertainties; Adaptive Discretization and Approximate Newton Type Methods with DE Constraints; Eigenvalue Optimization and Stability Optimization of Gait Patterns; Applications diverse fields.
Research Interests
Papers共 258 篇Author StatisticsCo-AuthorSimilar Experts
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2022 IEEE Intelligent Vehicles Symposium (IV)pp.708-717, (2022)
Mathematics in IndustryGerman Success Stories in Industrial Mathematicspp.7-10, (2021)
Mathematical Programming: Series A and Bno. 1 (2021): 843-844
Robert Scholz,Armin Nurkanovic,Amer Mesanovic, Juergen Gutekunst,Andreas Potschka,Hans Georg Bock,Ekaterina Kostina
Scientific Computing in Electrical Engineering (2021): 293-301
International Series of Numerical MathematicsNon-Smooth and Complementarity-Based Distributed Parameter Systemspp.21-41, (2021)
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