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On a generalization of the impulsive control concept: Controlling system jumps
Arutyunov A., Karamzin D., Pereira F.L.
This paper concerns the investigation of a general impulsive con-trol problem. The considered
Control System Synthesis Based on Optimal Trajectories Approximation by Symbolic Regression for Group of Robots
Konstantinov S.V., Diveev A.I.
The paper considers the solution of the problem of optimal control system synthesis. It is proposed
Controllability for a nonlinear abstract evolution equation
Rozanova A.V.
We prove a theorem on the local controllability of a system described by a nonlinear evolution
Second order conditions in optimal control problems with equality constraints
Arutyunov A.V., Shvartsman I.A., Zhukovskaya Z.T.
In this paper we consider a nonlinear optimal control problem with equality endpoint constraints
Control synthesis for traffic simulation in the urban road network
Alnovani G.H.A., Diveev A.I., Pupkov K.A., Sofronova E.A.
The problem of maximal traffic capacity in the city at the rush hours by controlling the traffic
Machine learning control based on approximation of optimal trajectories
Diveev A., Konstantinov S., Shmalko E., Dong G.
on the presented formulation, the concept of machine learning control is considered. One of the problems of machine
Solution of the Problem of the Control System General Synthesis by Approximation of a Set of Extremals
Diveev A., Konstantinov S.
The problem of the control system general synthesis is considered. This problem in general case
Modified SOMA for Optimal Control Problem
DIveev A., Sofronova E., Shmalko E.
This paper is addressed to application of SOMA to the optimal control problem of a group of objects
First and Second Order Necessary Conditions of Optimality for Impulsive Control Problems
Arutyunov A., Dykhta V., Pereira F.
of nonlinear measure driven dynamic control systems subject to both equality and inequality endpoint state
Comparison of Direct and Indirect Approaches for Numerical Solution of the Optimal Control Problem by Evolutionary Methods
Diveev A., Shmalko E.
The optimal control problem with phase constraints is considered. A new indirect approach

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