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New oscillation criteria for third-order differential equations with bounded and unbounded neutral coefficients equations with bounded and unbounded neutral coefficients. Suffi-cient conditions for all solutions

Nonlinear neutral delay differential equations of fourth-order: Oscillation of solutionsThe objective of this paper is to study oscillation of fourth-order neutral differential equa-tion

Necessary and sufficient conditions for oscillation of nonlinear first-order forced differential equations with several delays of neutral type of nonlinear neutral first-order differential equations with several delays of the form (Equation presented

Necessary and sufficient condition for oscillation of nonlinear neutral first-order differential equations with several delays of nonlinear neutral first-order differential equations with several delays of the form (Formula presented

Damping Problem for a Neutral Control System with DelayAbstract: A linear control system described by a system of differential-difference equations

Nonlinear Equations of Fourth-Order With p-Laplacian Like Operators: Oscillation, Methods and Applications fourth-order neutral nonlinear differential equation, driven by a p-Laplace differential operator. Some

Helmholtz potentiality conditions for systems of difference-differential equationsFor operators corresponding to systems of pth-order difference-differential equations of neutral

Damping Problem for Control System with Delay with Different Number of Inputs and Outputs of differential-difference equations of neutral type with smooth matrix coefficients and several delays. A

Damping problem for multidimensional control system with delays-difference equations of neutral type, and establish the relationship of the variational problem for the nonlocal

Helmholtz potentiality conditions for systems of differential-difference equations-difference equations of muth order of neutral type, we obtain necessary and sufficient conditions for potentiality

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