K.B. Mansimov, S.Sh. Gadirova.
An analogue of the linearized maximum principle and Euler's equation in an optimal control problem for a discrete Rosser system
We consider a discrete two-parameter optimal control problem described by a system of Rosser equations. Under different smoothness conditions on the parameters of the problem, a number of first-order necessary optimality conditions are obtained.
Keywords: Discrete Rosser two-parameter system, Special functional increment formula, Admissible control, Necessary optimality condition, Analogue of Euler's equation, Analogue of the linearized maximum principle, Variational equation
DOI: https://doi.org/10.54381/icp.2023.2.08
An analogue of the linearized maximum principle and Euler's equation in an optimal control problem for a discrete Rosser system
We consider a discrete two-parameter optimal control problem described by a system of Rosser equations. Under different smoothness conditions on the parameters of the problem, a number of first-order necessary optimality conditions are obtained.
Keywords: Discrete Rosser two-parameter system, Special functional increment formula, Admissible control, Necessary optimality condition, Analogue of Euler's equation, Analogue of the linearized maximum principle, Variational equation
DOI: https://doi.org/10.54381/icp.2023.2.08