20 results on '"Kvitko, Alexander"'
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2. On a method for solving a local boundary problem for a nonlinear non stationary system with perturbations in the class of piecewise constant controls
3. A Constructive Method of Solving Local Boundary Value Problems for Nonlinear Systems with Perturbations and Control Delays
4. A Preface for Minisymposia: “The Methods of Development Intelligent and Adaptive Control for Problems of Physical, Biological and Socio-Economic Processes Modelling”
5. A criterion of null controllability of a nonlinear stationary system with a disturbance
6. On a method for solving a local boundary problem for a nonlinear stationary system with perturbations in the class of piecewise constant controls
7. A Preface for Minisymposia “The Methods of Constructing Intelligent and Adaptive Control for Problems of Physical, Biological and Socio-Economic Processes Modelling”
8. Traffic safety improvement through implementing innovative technologies and materials in construction of roads and bridges
9. About local controllability of a nonlinear nonstationary system
10. On one boundary problem for nonlinear stationary controlled system
11. Solution of control problems for nonlinear stationary system taking into account the non-stationary perturbation
12. Criteria for Substantiation of Rational Pavement Design as Bases of Traffic Safety throughout Life Cycle of Transport Structures
13. Solving Boundary Value Problem for a Nonlinear Stationary Controllable System with Synthesizing Control
14. About local controllability of a nonlinear stationary system
15. A Preface for Minisymposia “Development of Methods of Intelligent and Adaptive Control for Problems of Physical, Biological and Socio-Economic Processes Modelling”
16. Syntheses of terminal control for nonlinear stationary controlled system under incomplete information
17. Preface of the “Minisymposium on Modern Methods for Solving Problems of Control and Modeling of Physical, Biological and Socio-Economic Processes”
18. Control problem with incomplete information
19. Preface of the “Minisymposium on modern methods for solving problem of control and modeling of physical, biological and socio-economic processes”
20. A method for solving a local boundary problem for nonlinear controlled system
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