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Iterative solution methods for mesh approximation of control and state constrained optimal control problem with observation in a part of the domain saddle point problems are investigated theoretically and numerically. These saddle point problems arise

О необходимых условиях существования седловой точки в задаче оптимального управления для систем разностных уравнений типа ВольтерраOn necessary conditions for the existence of a saddle point in the problem of optimal control

Numerical solution of a parabolic optimal control problem with time-fractional derivative's saddle point satisfies the saddle point problem. Uzawa-type iterative method for numerical solution

КОНЕЧНО-ЭЛЕМЕНТНЫЕ АППРОКСИМАЦИИ И ИТЕРАЦИОННЫЙ МЕТОД РЕШЕНИЯ ЭЛЛИПТИЧЕСКИОЙ ЗАДАЧИ УПРАВЛЕНИЯ С ОГРАНИЧЕНИЯМИ НА ГРАДИЕНТ СОСТОЯНИЯ. The convergence of finite element approximation for this problem is proved. Discrete saddle point problem

Phase space properties of cosmological models in f(Q, T) gravity points are stable critical points while the rest three critical points are saddle. When we perform

ИТЕРАЦИОННЫЕ МЕТОДЫ ДЛЯ СЕТОЧНЫХ АППРОКСИМАЦИЙ ВАРИАЦИОННЫХ НЕРАВЕНСТВ С ОГРАНИЧЕНИЯМИ НА ГРАДИЕНТ РЕШЕНИЯ problems of small dimensions. The results on the convergence of the proposed methods are given

Splitting-type method for systems of variational inequalities to saddle point problems in optimization, Nash equilibrium problems in game theory, and economic equilibrium

An iterative method for mixed finite element schemesAn iterative method with a saddle preconditioner is proposed for solving a system of nonlinear

Об асимптотических свойствах многочленов Эрмита–Падеsaddle-point method

Finite element approximation and iterative method solution of elliptic control problem with constraints to gradient of state. The convergence of nite element approxima-tion for this problem is proved. Discrete saddle point problem

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