In this article, we consider a Caputo fractional nonlinear neutral Volterra-Fredholm (VF) type
Integro differential equation (IDE). Some fundamental criteria related to the existence and …

The nonlinear neutral integro-differential equation d dt x (t)=-t-τ (t)^ ta (t, s) g\bigl (x (s)\bigr)
ds+ d dt G\bigl (t, x\bigl (t-τ (t)\bigr)\bigr), with variable delay τ (t)≥ 0 is investigated. We find …

In this paper we use the contraction mapping theorem to obtain asymptotic stability results of
the zero solution of a nonlinear neutral Volterra integro-differential equation with variable …

In this paper, by using Sadovskii's fixed point theorem and the properties of the measure of
noncompactness, we establish some sufficient conditions for the asymptotic stability results …

In this paper we use the contraction mapping theorem to obtain asymptotic stability results
about the zero solution for the following nonlinear neutral Levin-Nohel integro-differential …

In this paper, we use a Banach fixed point theorem to obtain stability results of the zero
solution of a nonlinear Levin-Nohel integro-differential equations with functional delay. To …

In this paper, we study the existence of periodic and asymptotically periodic solutions of
neutral nonlinear coupled Volterra integro-differential systems. We furnish sufficient …

In this paper we use the contraction mapping principle to obtain asymptotic stability results of
a nonlinear neutral integrodifferential equation with variable delay. An asymptotic stability …

We study a class of integrodifferential functional differential equations x¨+ f (t, x, x˙) x˙+∑ j= 1
N∫ t-rj (t) taj (t, s) gj (s, x (s)) ds= 0 with variable delay. By using the fixed point theory, we …

Study of asymptotic behavior of solutions of neutral mixed type difference equations Page 1
Article Study of asymptotic behavior of solutions of neutral mixed type difference equations …