Semi-infinite optimization of controlled systems under conditions of the bounded uncertainty

Models of the semi-infinite optimization are suggested for solving of parametrized control problems under conditions of the bounded uncertainty. These models can be easily extended as applied to fuzzy models of the theory of intelligent control systems. The method based on alternate properties of sought for extremals is used for the determination of optimal solutions. Examples of optimization problems statement are considered for the control of dynamic systems with distributed and concentrated parameters and for the parametric design of H?-optimal regulators.