Stochastic Optimal Open-Loop Feedback Control

Kurt Marti ()
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Kurt Marti: Federal Armed Forces University Munich

Chapter Chapter 9 in Stochastic Optimization Methods, 2024, pp 179-217 from Springer

Abstract: Abstract In this chapter a second procedure for an approximate determination of stochastic optimal feedback controls is based on the stochastic open-loop feedback method. This very efficient approximation method is also the basis of the model predictive control procedures. Using the methods mentioned in Chap. 3 , stochastic optimal open-loop feedback controls are constructed by computing next to stochastic optimal open-loop controls on the remaining time intervals $$t_b \le t \le t_f$$ t b ≤ t ≤ t f with $$t_0 \le t_b \le t_f$$ t 0 ≤ t b ≤ t f . Having stochastic optimal open-loop feedback controls on each remaining time interval $$t_b \le t \le t_f$$ t b ≤ t ≤ t f with $$t_0 \le t_b \le t_f$$ t 0 ≤ t b ≤ t f , a stochastic optimal open-loop feedback control law follows then immediately by evaluating each of the stochastic optimal open-loop controls on $$t_b \le t \le t_f$$ t b ≤ t ≤ t f at the corresponding initial time point $$t=t_b$$ t = t b . The efficiency of this method has been proved already by applications to the stochastic optimization of regulators for robots.

Date: 2024
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DOI: 10.1007/978-3-031-40059-9_9

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