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Computer research of the controlled models with migration flows

Demidova A.V., Druzhinina O.V., Masina O.N., Petrov A.A.

into account migration and competition. Formulations of optimal control problems are proposed for models

A problem of optimal distribution of resources over a set of independent operations

Arutyunov A.V., Burkov V.N., Zalozhnev A.Yu., Karamzin D.Yu.

A problem for the optimal distribution of resources over a set of independent operations

Sequential threshold control in descent splitting methods for decomposable optimization problems

for decomposable composite optimization problems, which maintains the basic convergence properties, but enables one

An Adaptive Partial Linearization Method for Optimization Problems on Product Sets

© 2017, Springer Science+Business Media, LLC. We consider a general class of composite optimization

Technology for teaching students to solve practice-oriented optimization problems in mathematics

Bushmeleva N.A., Sakhieva R.G., Konyushenko S.M., Kopylov S.M.

by the insufficiently developed method of teaching to solve practice-oriented optimization problems in the school course

Preconditioned Uzawa-type method for a state constrained parabolic optimal control problem with boundary control

Lapin A., Laitinen E.

© 2016, Pleiades Publishing, Ltd.Iterative solution method for mesh approximation of an optimal

Limit extremum problem

Ermol'iev, Yu. M., Nurminsky, Evgeny Alexeevich

Limit extremum problem

Investigation of regularity conditions in optimal control problems with geometric mixed constraints

Arutyunov A.V., Karamzin D.Y., Pereira F.L., Silva G.N.

We investigate regularity conditions in optimal control problems with mixed constraints of a

NECESSARY OPTIMALITY CONDITIONS FOR OPTIMAL CONTROL PROBLEM WITH SECOND ORDER EQUATION

Kotyukov A.M., Kotyukov M.M.

An optimal control problem with second order equation is considered. For this problem Pontryagin

About optimal feedback control problem for motion model of nonlinearly viscous fluid

Ashyralyev A., Zvyagin V., Zvyagin A.

The optimal feedback control problem for the initial-boundary value problem describing a motion

Страница 17 из 6966