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Optimization Problems with Random Data is defined as a random programming. This approach uses a numerical probability analysis and allows us

Control of acceleration of a dynamic object by the modified linear tangent law in the presence of a state constraint; [УЧЕТ ФАЗОВОГО ОГРАНИЧЕНИЯ ПРИ УПРАВЛЕНИИ РАЗГОНОМ ДИНАМИЧЕСКОГО ОБЪЕКТА ПО МОДИФИЦИРОВАННОМУ ЗАКОНУ ЛИНЕЙНОГО ТАНГЕНСА] the longitudinal terminal velocity with the state constraint satisfied at each time to avoid a lateral collision

Exact penalties for optimization problems with 2-regular equality constraints constraint qualification requirement nor the second-order sufficient optimality condition is proposed

Sensitivity theory for abnormal optimization problems with equality constraintsFor an optimization problem with equality constraints, the case of the violation of the standard

Existence of efficient and properly efficient solutions to problems of constrained vector optimization problems of constrained vector optimization without boundedness assumptions on constraint set. The main

On optimal therapy protocols in the mathematical model of prostate cancer progression constraint. A mathematical overview about possible therapy strategies is presented. © 2020 ASSA.

N-version design of fault-tolerant control software for communications satellite system the control software fault-tolerance the N-version programming based on program redundancy is used

Study of the Practical Convergence of Evolutionary Algorithms for the Optimal Program Control of a Wheeled RobotEvolutionary algorithms for solving the problem of the optimal program control are considered

Control of the dynamics of Chaplygin systems of nonholonomic Chaplygin systems with program constraints. We construct an algorithm for determining the control

Numerical solution of constrained mechanical system motions equations and inverse problems of dynamics are obtained give a guarantee of computations with a given precision. The equations of programmed constraints

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