А new mathematical model for the optimization of discrete systems is constructed in the article. The program motion and the ensemble (beam) of perturbed motions are investigated. In this case, the authors consider the joint optimization of smooth and non-smooth functionals defined on the program and perturbed motions. The variation of the functional and the necessary optimality conditions are provided. The developed mathematical technique allows solving non-standard control and optimization problems in various fields of science and technology
The optimal control of a mechanical system is of crucial importance in many application areas. Typic...
Optimization of discrete event systems conventionally uses simulation as a black-box oracle to estim...
The article deals with the development of a synthesis algorithm in the sense of the optimal control ...
Nonuniform systems are the object of a deep investigation last 15–20 years. They are exemplified by ...
Separable problems of discrete optimization are considered in the paper aiming at the creation of th...
—The optimization problem for piecewise linear systems in the class of discrete controls is consider...
The paper is concerned with the discrete stochastic mathematical models and computer systems. The ai...
The paper is devoted to deriving necessary optimality conditions in a general optimal control proble...
This paper addresses a new class of optimal control problems for perturbed sweeping processes with m...
Abstract Trajectory optimization involves both the optimization of inputs and the feedback regulatio...
The paper is concerned with discrete singular-perturbed problems of optimum control. The aim is to i...
During the last four decades there has been a remarkable development in optimization and optimal con...
The equations of motion of a controlled mechanical system subject to holonomic constraints may be fo...
With the advent of high speed digital computers, both discrete systems and continuous systems whose ...
AbstractDiscrete models and continuous control systems are considered in regard to optimality of the...
The optimal control of a mechanical system is of crucial importance in many application areas. Typic...
Optimization of discrete event systems conventionally uses simulation as a black-box oracle to estim...
The article deals with the development of a synthesis algorithm in the sense of the optimal control ...
Nonuniform systems are the object of a deep investigation last 15–20 years. They are exemplified by ...
Separable problems of discrete optimization are considered in the paper aiming at the creation of th...
—The optimization problem for piecewise linear systems in the class of discrete controls is consider...
The paper is concerned with the discrete stochastic mathematical models and computer systems. The ai...
The paper is devoted to deriving necessary optimality conditions in a general optimal control proble...
This paper addresses a new class of optimal control problems for perturbed sweeping processes with m...
Abstract Trajectory optimization involves both the optimization of inputs and the feedback regulatio...
The paper is concerned with discrete singular-perturbed problems of optimum control. The aim is to i...
During the last four decades there has been a remarkable development in optimization and optimal con...
The equations of motion of a controlled mechanical system subject to holonomic constraints may be fo...
With the advent of high speed digital computers, both discrete systems and continuous systems whose ...
AbstractDiscrete models and continuous control systems are considered in regard to optimality of the...
The optimal control of a mechanical system is of crucial importance in many application areas. Typic...
Optimization of discrete event systems conventionally uses simulation as a black-box oracle to estim...
The article deals with the development of a synthesis algorithm in the sense of the optimal control ...