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is impossible. In work optimum control for robust nonlinear system on the first approach is synthesized

trajectory, when arbitrary values of the control variable are inserted into the dynamic equations. Recently

with the search for new thermoelectric materials with improved properties and the use of temperature control

Considered a problem of identification a nonlinear coefficient in a first order PDE via final

. In the second space, the movement of the object is described by a nonlinear system with control actions of a

The optimal feedback control problem for the initial-boundary value problem describing a motion

In this work we proveded existence of optimal control for a nonlinear hyperbolic problem.

of control object is obtained using the controlled networks theory. This model is a system of nonlinear

heuristic approach to constructing a nonlinear control using dynamic feedback is considered. A feature

interval for the higher order nonlinear Schrödinger equation are established. Either the right-hand side

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