Zlatkin A. Мathematical models, methods and computer algorithms of the contiuous-discrete optimization for the feedback control processes

Dissertation is devoted to development of mathematic models, methods and computer algorithms for optimization of dynamic processes on the basis of back link and continuous-discrete approach to the managing of the process. Results received were applied to the optimization of non-linear processes and to the synthesis of high-level non-linear systems by their low-level mathematical models. Mathematical models and methods were used for the optimization of transient processes of receiving requests and their service in commutational networks of circular topology. Besides, by these methods the structure and functioning algorithms were synthesised for adapting models of optimization of transient processes changing by the convolution law which appear during the data transferring.