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Modeling of dynamics processes and dynamics control; [Динамика процестерiн модельдеу және байланыстарды тұрақтандыруды ескере отырып, жүйенi басқару синтезi]; [Моделирование процессов динамики и синтез управления системой с учетом стабилизации связей]

Mukharlyamov R.G., Kirgizbaev Z.K.

in deviations from the constraint equations in the numerical solution. Common methods of constraint

Nondegenerate Necessary Conditions for Optimal Impulsive Control Problems with State Constraints

Arutyunov A., Karamzin D., Pereira F.

A free time impulsive control problem with state constraints and equality and inequality

Note on Mangasarian–Fromovitz-Like Constraint Qualifications

We consider constraint qualifications in nonlinear programming which can be reduced

The formation of the Alleghenian Isthmus triggered the Bashkirian glaciation: Constraints from warm-water benthic foraminifera

Davydov V., Cózar P.

. Accurate constraints on the gateway closure are vitally important for the understanding of global sea

Analysis of Possible Solutions of Some Inverse Dynamical Problem with Regard for Constraint Stabilization

Mukharlyamov R.G., Kaspirovich I.E.

solutions satisfy the constraint stabilization conditions are outlined. Modified Helmholtz conditions

The model of budget constraint. budget line

Ovchinnikova, A. S.

The model of budget constraint. budget line

Development and concentration efficiency study of enterprises innovation activity in real sector of economy

Malysheva T.V., Shinkevich A.I., Zelenkina E.V., Denisov I.S., Vorotyntseva T.M., Dmitrieva O.A., Kurdyumov V.I.

competition and expansion context, on the one hand, and economic constraints related to geopolitical tensions

Sensitivity analysis for cone-constrained optimization problems under the relaxed constraint qualifications

Arutyunov A.V., Izmailov A.F.

with complementarity constraints. © 2005 INFORMS.

On Constructing Dynamic Equations Methods with Allowance for Atabilization of Constraints

Kaspirovich I.E., Mukharlyamov R.G.

for system using well-known constraint equations is associated with the accumulation of errors

Modified SOMA for Optimal Control Problem

DIveev A., Sofronova E., Shmalko E.

with static and dynamic phase constraints. The optimization problem is not convex and unimodal

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