inControl

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Tuntutan

Outline00:00 - Intro01:31 - Mexico City to Leningrad: a communist girlfriend, and a year of Russian05:40 - Sliding modes at the source10:38 - France: Ioan Landau, Laurent Praly, and dynamic normalization16:25 - Continuity, robustness, and the Rohrs counterexamples24:18 - On Gerhard Kreisselmeier ...

Outline00:00 - Intro08:35 - What is PID control?12:15 - The history: Minorsky, 1922, and steering ships21:00 - The lambda method, IMC, and analytical tuning28:45 - Set-point weighting and two degrees of freedom32:50 - Automatic tuning and the relay feedback problem40:35 - The Lund school and Kar ...

Outline00:00 - Intro02:25 - Bachelier and the Théorie de la Spéculation03:05 - Stochastic processes, Brownian motion, and the heat equation09:45 - Poincaré's verdict, obscurity, and rediscovery13:50 - Robert C. Merton: from hot rods to MIT19:25 - Dynamic programming and Itô calculus24:35 - ...

Outline 00:00 - Intro 02:10 - London in the 1960s12:40 - From Oxford to Imperial College: David Mayne and the discrete-time Riccati equation 18:05 - The "global tour": Montenegro roads, hitch-hiking to Istanbul, and the San Francisco waterfront 22:30 - Feedback and causality between st ...

Outline00:00 - Intro 01:30 - Origin story: Naples, electrical engineering, and the fascination with chaos 08:00 - What is chaos?15:00 - DC-DC converters and discontinuity-induced bifurcations 22:00 - Piecewise-smooth dynamical systems26:55 - Complex networks, synchronization, and pinning control ...

Outline00:00 - Intro01:15 - Origin story: early path and the road to science 04:20 - On graphical visualization and aphantasia 08:08 - The interest in fluid dynamics 12:00 - Caltech, Jerry Marsden, and the move to the Pacific time zone 19:43 - Dynamic Mode Decomposition (DMD) and the Koopman ope ...

Outline 00:00 – Intro04:43 – Life and background08:45 – Bell Labs13:42 – Inventing the negative feedback amplifier18:15 – Nyquist's landmark contributions20:43 – Regeneration theory27:10 – Frequency response32:03 – Cauchy’s argument principle36:05 – The Nyquist criterion41:37 – Why is it so ...

Outline00:00 - Intro02:55 - Brachistochrone problem20:52 - Beginning of the calculus of variations32:00 - Principle of least action42:37 - Maximum principle1:02:35 - Dynamic programming1:11:12 - Linear quadratic control1:16:37 - Beyond optimal control: games, nonsmooth analysis, MPC, RL1:28:40 - ...

Outline00:00 - Intro03:18 - Early days: why control, M. Athans, and IDSS12:21 - What is gain scheduling?33:37 - Paradigm shifts & the ‘90s: Minnesota → Texas → LA 42:19 - Robustness & fundamental limitations of nonlinear systems57:35 - Set-valued control & estimation01:04:52 - Game t ...