Let T be a periodic time scale. We use a fixed point theorem due to Krasnosel'skiĭ to show
that the nonlinear neutral dynamic system with delay has a periodic solution. We assume …

In this paper we consider a linear scalar neutral stochastic differential equation with variable
delays and give conditions to ensure that the zero solution is asymptotically mean square …

In this paper we consider the asymptotic stability of a generalized linear neutral differential
equation with variable delays by using the fixed point theory. An asymptotic stability theorem …

We present some results for the global attractivity of solutions for fractional differential
equations involving Riemann–Liouville fractional calculus. The results are obtained by …

Line 1 d divided by dt x open parenthesis t closing parenthesis= minus a open parenthesis t
closing parenthesis x open parenthesis t closing parenthesis plus d divided by dt Q open …

In this paper, we discuss nonlinear fractional difference equations with the Caputo like
difference operator. Some asymptotic stability results of equations under investigated are …

We use Krasnoselskii's fixed point theorem to show that the nonlinear neutral differential
equation with functional delay x (t)=− a (t) x (t)+ c (t) x (t− g (t))+ q (t, x (t), x (t− g (t)) has a …

In this paper, some attractivity results for fractional functional differential equations are
obtained by using the fixed point theorem. By constructing equivalent fractional integral …

In this paper we consider a linear scalar neutral delay differential equation with variable
delays and give some new conditions to ensure that the zero solution is asymptotically …

Existence Of Positive Periodic Solutions For A Nonlinear Neutral Differential Equation With
Variable Delay" Page 1 Applied Mathematics E#Notes, 12(2012), 94#101 c ISSN 1607#2510 …