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Investigation of a linear optimal control problem with phase constraints
Arutyunov A.V., Zhukov D.A., Tarasyev A.M.
The paper deals with a linear two-dimensional optimal control problem under phase constraints
Control of the Dynamics of a System with Differential Constraints
Mukharlyamov R.G.
are determined by the holonomic and nonholonomic constraints imposed on the phase coordinates of the control
Attainability domains of controlled systems in problems with phase constraints
Bobyleva O.N.
Attainability domains of controlled systems in problems with phase constraints
ON THE THEORY OF MAXIMUM PRINCIPLE IN THE PROBLEMS OF OPTIMAL-CONTROL WITH PHASE CONSTRAINTS
ARUTIUNOV A.V.
ON THE THEORY OF MAXIMUM PRINCIPLE IN THE PROBLEMS OF OPTIMAL-CONTROL WITH PHASE CONSTRAINTS
Entropy solutions for a two-phase transition model for vehicular traffic with metastable phase and time depending point constraint on the density flow
Andreianov B., Donadello C., Rosini M.D.
constraint on the density flux. The two phases correspond to light and heavy traffic and their dynamics
Symbolic Regression based Solution for the Optimal Control Problem with Constraints
Diveev A.I., Hussein O., Shmalko E.Yu.
in an environment with phase constraints. The proposed approach of synthesized optimal control consists of two steps
MAXIMUM PRINCIPLE FOR OPTIMAL-CONTROL PROBLEMS WITH PHASE CONSTRAINTS - NONDEGENERACY AND STABILITY
ARUTYUNOV A.V., ASEEV S.M.
MAXIMUM PRINCIPLE FOR OPTIMAL-CONTROL PROBLEMS WITH PHASE CONSTRAINTS - NONDEGENERACY AND STABILITY
On the controllability of trajectories in optimal control problems with phase constraints
Arutyunov A.V., Chernikova N.Yu., Sklyar Grigory M.
The paper deals with the maximum principle for an optimal control problem under state constraints
Pontryagin's maximum principle for optimal impulsive control problems
Arutyunov A.V., Karamzin D.Yu., Pereira F.
control problem with mixed constraints has been reported. A new concept of an impulsive control
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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