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Terminated in academic year 2009/2010

Optimal Control and Stochastic Control Systems

Type of study Doctoral
Language of instruction Czech
Code 455-0903/01
Abbreviation OSDRS
Course title Optimal Control and Stochastic Control Systems
Credits 10
Coordinating department Department of Measurement and Control
Course coordinator prof. Ing. Vilém Srovnal, CSc.

Subject syllabus

Lectures:
Stochastic Dynamic Systems . Probability Theory . Permutations and Combinations . Stochastic Signal Spill in Systems .

Discret Stochastic Control . Problems Formulations . Dynamic Programming Using . Discrete Stochastic Linear Controllers .
Stochastic Continuos-time Control Systems . Problems Formulations . Dynamic Programming Using . Continuos-time Stochastic Linear Controllers .
Identification stochastic Dynamic Systems and adaptive filtration . Prediction and Interpolation . Estimation Methods . Optimal State-space Estimation . Kalman Filter.
Stochastic Characteristic Kalman Filter . Interpolation . Extended Kalman Filter. Adaptive Filtration . Observer Model . Kalman Filter Derivation . State-space Kalman Filter.
Linear Quadratic Gauss (LQG) Problem of Stochastic Control .
Bayes Methods . Linear Quadratic Bayes Adaptive Control . Self-tuning Controllers .


Projects:
All Ph.D. students received individual project of selected part of subject.

Literature

Assefi,T.: Stochastic processes and estimation theory with aplication. John Wiley & Sons NY 1979
Bagchi A.: Optimal Control of Stochastic Systems. Prentice Hall 1993
Havlena V. - Štecha J.: Moderní teorie řízení. ČVUT 1994

Advised literature

No advised literature has been specified for this subject.