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Solution of elliptic optimal control problem with pointwise and non-local state constraints
Lapin A., Zalyalov D.
© 2017, Allerton Press, Inc.We study an optimal control problem of a system governed by a linear
Operators and equations: discrete and continuous
Vasilyev, V. B.
Auhtors consider discrete pseudo-differential equations with elliptic symbols and the corresponding
Model and Method of Calendar Planning of Logistic Processes of Enterprises of Agricultural Complex
Rodionova E.S., Saurenko T.N., Anisimov V.G., Anisimov E.G.
on the presentation of the procedure for the formation of an optimal calendar plan in the form of a discrete
ON BOUNDEDNESS AND COMPACTNESS OF DISCRETE HARDY OPERATOR IN DISCRETE WEIGHTED VARIABLE LEBESGUE SPACES
Bandaliyev R.A., Aliyeva D.R.
In this paper, the authors establish a two-weight boundedness criterion of discrete Hardy operator
Formation of the investment portfolio on the basis of adaptive-discrete model, considering globalization effects
Tinyakova, V. I., Davnis, V. V., Miroshnikov, E. V., Chervontseva, M. A., Proskurina, I. Yu.
procedure in the processes of making investment solutions with predictor optimality. The necessity of using
АПОСТЕРИОРНЫЕ ИНДИКАТОРЫ ОШИБОК СХЕМ МКЭ ДЛЯ ЭЛЛИПТИЧЕСКИХ КРАЕВЫХ ЗАДАЧ С ВЫРОЖДЕНИЕМ
Тимербаев Марат Равилевич
construct schemes of the finite-element method with the optimal convergence on the basis of a multiplicative
Estimation of 4-DoF manipulator optimal configuration for autonomous camera calibration of a mobile robot using on-board templates
Tsoy T., Safin R., Magid E., Kumar Saha S.
to estimate optimal manipulator joint configurations. Forward kinematics is solved on a discretized set
Energy saving testing of circuits
Latypov P.
with due regard for the power consumed during tests. It is shown that in the general case, the optimization
Digital transformation and optimization models in the sphere of logistics
Anisimov Vladimir, Anisimov Evgenii, Saurenko Tatiana, Smolensky Artem, Yastrebov Oleg
conditions.The model is based on the presentation of optimization procedure as a non-linear task of discrete
CYCLIC REFINEMENTS OF THE DISCRETE HÖLDER’S INEQUALITY WITH APPLICATIONS
Butt S.I., Horváth L., Pečarić J.
In this paper we obtain refinements of the discrete Hölder’s and Minkowski’s inequalities

Страница 8 из 1823

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