On the existence of mild solutions for neutral functional differential inclusions in Banach space.
On the existence of solutions and one-step method for functional-differential equations with parameters
On the local spectral radius in partially ordered Banach spaces
On the method of successive approximations for the J. L. Synge electromagnetic two-body problem.
On the nonoscillation of second-order neutral delay differential equation with forcing term.
On the oscillation of first-order neutral delay differential equations with real coefficients.
On the oscillation of second order nonlinear neutral delay difference equations.
On the oscillation of second-order neutral delay differential equations.
On the oscillation of third-order quasi-linear neutral functional differential equations
The aim of this paper is to study asymptotic properties of the third-order quasi-linear neutral functional differential equation where , and . By using Riccati transformation, we establish some sufficient conditions which ensure that every solution of () is either oscillatory or converges to zero. These results improve some known results in the literature. Two examples are given to illustrate the main results.
On the relationship between the initial and the multipoint boundary value problems for -th-order linear differential equations of neutral type
On the spectrum of almost periodic solution of second-order neutral delay differential equations with piecewise constant of argument.
On the stability of neutral-type uncertain systems with multiple time delays
The problems of both single and multiple delays for neutral-type uncertain systems are considered. First, for single neutral time delay systems, based on a Razumikhin-type theorem, some delay-dependent stability criteria are derived in terms of the Lyapunov equation for various classes of model transformation and decomposition techniques. Second, robust control for neutral systems with multiple time delays is considered. Finally, we demonstrate numerical examples to illustrate the effectiveness...
On the theory of functional-differential inclusions of neutral type.
On unbounded nonoscillatory solutions of systems of neutral differential equations
On unstable neutral differential equations of the second order
The aim of this paper is to present sufficient conditions for all bounded solutions of the second order neutral differential equation to be oscillatory and to improve some existing results. The main results are based on the comparison principles.
One-step methods for neutral delay-differential equations with state dependent delays
Optimal problem of cost function for the linear neutral systems.
Oscillation and asymptotic behaviour of a higher order neutral differential equation with positive and negative coefficients.
Oscillation and asymptotic behaviour of neutral equations with distributed delay
Oscillation and nonoscillation of neutral differential equations with positive and negative coefficients
In this paper, oscillattion and nonoscillation criteria are established for neutral differential equations with positive and negative coefficients. Our criteria improve and extend many results known in the literature.