Pontryagin's Minimum Principle
Concept
A necessary condition for optimality in optimal control problems, particularly relevant when controls are bounded, strengthening the stationarity condition to a global minimization of the Hamiltonian.
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Videos Mentioning Pontryagin's Minimum Principle
Stanford AA274A Principles of Robotic Autonomy | Autumn 2019 | Trajectory Optimization
Stanford Online
A method developed from the Soviet school of optimal control theory, used for solving optimal control problems.
Stanford AA203 Optimal and Learning-Based Control | Spring 2026 | Lecture 5: Computational Methods
Stanford Online
A necessary condition for optimality in optimal control problems, particularly relevant when controls are bounded, strengthening the stationarity condition to a global minimization of the Hamiltonian.