
ep32 - Anders Rantzer: robust control, IQCs, nonlinear and hybrid systems, positivity and scalable control, adaptive control
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Mathematics and History: The Kalman-Jakubovich Connection
This chapter explores the Kalman-Jakubovich popov lemma, intertwining personal anecdotes from a visit to St. Petersburg with significant historical events. It discusses various mathematical concepts in control theory, including integral quadratic constraints and the KYP lemma, while reflecting on academic evolution and the impact of pioneering researchers. The conversation encapsulates the complexities of analyzing control systems and the relevance of the Bellman equation in optimal control, illustrating the dynamic interplay between mathematical discovery and historical context.
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