1. Mathematical models of nonlinear dynamical systems. Basic interconnections of nonlinear static systems.
2. State and phase space method. Stability in Lyapunov sense. Basic types of singular points and limit cycles.
3. Popov and circle stability criterion.
4. Linearization, the first Lyapunov method.
5. The second Lyapunov method.
6. Describing function method.
7. Relay method – use for identification.
8. Two- and thre-position control.
9. SISO extremal control systems.
10. Essential of theory of fuzzy sets and logic.
11. Linguistic and fuzzy control algorithms.
12. Fuzzification, inference mechanism and defuzzification.
13. Method of aggregation of state variables.
14. Robust control methods.
2. State and phase space method. Stability in Lyapunov sense. Basic types of singular points and limit cycles.
3. Popov and circle stability criterion.
4. Linearization, the first Lyapunov method.
5. The second Lyapunov method.
6. Describing function method.
7. Relay method – use for identification.
8. Two- and thre-position control.
9. SISO extremal control systems.
10. Essential of theory of fuzzy sets and logic.
11. Linguistic and fuzzy control algorithms.
12. Fuzzification, inference mechanism and defuzzification.
13. Method of aggregation of state variables.
14. Robust control methods.