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Eigenvalue problem for partial differential equations with deviating arguments and perturbation theory differential equations with deviating arguments and give a justification of the perturbation method
Potentiality conditions for partial differential equations with deviating argumentsPotentiality conditions for partial differential equations with deviating arguments
On the Correct Solvability of Parabolic Functional Differential Equations with Deviation of Time ArgumentOn the Correct Solvability of Parabolic Functional Differential Equations with Deviation of Time
Eigenvalue problem for partial differential equations with deviating arguments and perturbation theory differential equations with deviating arguments and give a justification of the perturbation method
Variational principles for some differential difference operator difference equations and to construct of the functional, if the given operator is a potential on a given set
Problems with normal derivatives in the boundary conditions for a hyperbolic equation with deviating arguments of the unknown functionFor a hyperbolic equation of a form earlier unstudied, we consider two problems with normal
Problems with normal derivatives in the boundary conditions for a hyperbolic equation with deviating arguments of the unknown functionFor a hyperbolic equation of a form earlier unstudied, we consider two problems with normal
Variational Principles for the Differential Difference Operatorof the Second Order difference equations and to construct of the functional, if the given operator is a potential on a given set
Variational Principles for a Differential Difference Quasilinear Operator difference equations and to construct the functional, if the given operator is a potential on a given set
Well-posedness of a problem with initial conditions for hyperbolic differential-difference equations with shifts in the time argument of the hyperbolic type with deviations of the time argument. We obtain sufficient conditions for the well
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