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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.

functional. The existence and uniqueness of a solution is proved. An iterative method for solving the problem

On the extension of classical calculus of variations and optimal control to problems with discontinuous trajectories

Arutyunov A., Karamzin D., Pereira F.

is introduced as a result of such extension. Existence theorems are proved under assumptions of the Filippov

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

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

functional. The existence and uniqueness of a solution is proved. An iterative method for solving the problem

On a functional differential equation

Evlampiev N., Sidorov A., Filippov I.

© 2017, Pleiades Publishing, Ltd.Conditions for the existence and uniqueness of a solution to a

Attractors for model of polymer solutions motion

Existence of trajectory, global and pullback attractors for an incompressible non-Newtonian fluid

Study of Solvability of a Thermoviscoelastic Model Describing the Motion of Weakly Concentrated Water Solutions of Polymers

We study the problem of existence of a weak solution to the initial-boundary value

Peano type theorem for abstract parabolic equations

spaces and prove local-in-time existence theorem. © 2009 Elsevier Masson SAS. All rights reserved.

A generalized filippov-like existence theorem for optimal control problems with constraints

Karamzin D.Yu., Pereira F.L., Silva G.N., De Oliveira V.A.

more general existence theorem was proposed for which, by introducing the so-called generalized

Weak Solvability of Kelvin–Voigt Model of Thermoviscoelasticity

existence theorem

A note on the existence of pure gravity waves at the interface of two fluids

–218) demonstrated the existence of overhanging waves, for which some portions of the heavier fluid lie above

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