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Solving physically nonlinear equilibrium problems for sandwich plates with a transversally soft core

Badriev I., Garipova G., Makarov M., Paimushin V., Khabibullin R.

correctness is discussed. The generalized problem is stated as the problem of finding a saddle point of some

Method of penalization for the state equation for an elliptical optimal control problem

Lapin A., Zalyalov D.

© 2015, Allerton Press, Inc. We solve by finite difference method an optimal control problem of a

Iterative Method for Solving Parabolic Linear-Quadratic Optimal Control Problem with Constraints on the Time Derivative of the State

Lapin A., Romanenko A.

© 2018, Pleiades Publishing, Ltd. We consider a linear-quadratic optimal control problem of a

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

Lapin A., Laitinen E.

and its time derivative are imposed. A mesh saddle point problem is constructed and preconditioned Uzawa

Explicit algorithms to solve a class of state constrained parabolic optimal control problems

Lapin A., Laitinen E., Lapin S.

© 2015 by Walter de Gruyter Berlin/Boston. We consider an optimal control problem of a system

State-constrained optimal control of an elliptic equation with its right-hand side used as control function

Lapin A., Khasanov M.

-dimensional problem is solved by using iterative methods, whose convergence is analyzed theoretically and numerically

State-constrained optimal control of an elliptic equation with its right-hand side used as control function

Lapin A., Khasanov M.

-dimensional problem is solved by using iterative methods, whose convergence is analyzed theoretically and numerically

Numerical Investigation of Physically Nonlinear Problem of Sandwich Plate Bending

Badriev I., Makarov M., Paimushin V.

. The generalized statement of the problem consists in finding a saddle point of some functional. The existence

Numerical Investigation of Physically Nonlinear Problem of Sandwich Plate Bending

Badriev I., Makarov M., Paimushin V.

. The generalized statement of the problem consists in finding a saddle point of some functional. The existence

Iterative solution methods for mesh approximation of control and state constrained optimal control problem with observation in a part of the domain

Lapin A., Khasanov M.

saddle point problems are investigated theoretically and numerically. These saddle point problems arise

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