This paper focuses on stability and boundedness of certain nonlinear nonautonomous
second‐order stochastic differential equations. Lyapunov's second method is employed by …

In this article, we study the stability of the initial value problem for the delay differential
equation dv (t) dt+ Av (t)= B (t) v (t− ω)+ f (t), t≥ 0, v (t)= g (t)(− ω≤ t≤ 0) in a Banach space E …

The convergence of difference schemes for the approximate solutions of the initial–
boundary value problem for the delay parabolic differential equation {dv (t) d t+ A v (t)= B (t) v …

Finite difference and homotopy analysis methods are used for the approximate solution of
the initial‐boundary value problem for the delay parabolic partial differential equation with …

This paper emphases on stability and boundedness of solutions to certain nonlinear non
autonomous second order stochastic delay differential equations. A complete Lyapunov …

Stability properties of second order delay integro-differential equations - ScienceDirect Skip
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The behaviour of solutions to certain third order nonlinear non autonomous stochastic delay
differential equations with constant deviating arguments is considered. The main procedure …

Stability, boundedness and existence of a unique periodic solution to certain second order
nonlinear delay differential equations is discussed. By employing Lyapunov's direct (or …

In this paper, the Taylor collocation method is applied to numerically solve a kth-order
neutral linear Volterra integro-differential equation with constant delay and variable …

A finite difference method for the approximate solution of the initial-boundary value problem
for the delay parabolic partial differential equation is considered. Stable difference schemes …