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Global existence of solutions of initial boundary value problem for nonlocal parabolic equation with nonlocal boundary condition
Gladkov A., Kavitova T.
We prove the global existence and blow-up of solutions of an initial boundary value problem
Specific features of the analysis of initial and boundary value problems for polynomial systems
Konyaev Y.A., Bezyaev V.I., Romanova E.Y.
We suggest a constructive method for qualitative analysis of initial and many-point boundary value
Fractional optimal control problem for ordinary differential equation in weighted Lebesgue spaces
Bandaliyev R.A., Mamedov I.G., Mardanov M.J., Melikov T.K.
for a fractional optimal control problem with concentrated parameters, is given by the ordinary
Control Problems with an Integral Condition for Korteweg–de Vries Equation on Unbounded Domains
Faminskii A.V.
The initial and initial-boundary value problems, posed on infinite domains for Korteweg
Optimal Control Problem for a Degenerate Fractional Differential Equation
Bandaliyev R.A., Mamedov I.G., Abdullayeva A.B., Safarova K.H.
In this paper, on the base of Pontryagin maximum principle, the optimal control problem
On initial-boundary-value problems in a strip for the generalized two-dimensional Zakharov-Kuznetsov equation
Baykova E.S., Faminskii A.V.
Initial-boundary-value problems in a strip with different types of boundary conditions for two
On the structure of the solution of singularly perturbed initial-boundary value problems with an unbounded spectrum of the limit operator
Konyaev Yu.A.
Summary (translated from the Russian): "We consider singularly perturbed initial-boundary value
On an initial boundary value problem in a bounded domain for the generalized Korteweg-de Vries equation
Faminskii A.V., Qin Yuming
-boundary value problem in a rectangle for a class of generalized KdV equations. Slobodetskiĭ spaces
Numerical method of network operator for multiobjective synthesis of optimal control system
Diveev A.I., Sofronova E.A.
the control as a function of problem space coordinates. Initial values of the control object are in closed
I arge-Time Decay of Solutions of the Damped Kawahara Equation on the
Faminskii A.V., Martynov E.V.
We consider an initial–boundary value problem for the damped Kawahara equation ut − uxxxxx + buxxx

Страница 6 из 8803

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