On the spectrum of weakly almost periodic solutions of certain abstract differential equations.
On the stability analysis of Darboux problem on both bounded and unbounded domains
In this paper, we first investigate the existence and uniqueness of solution for the Darboux problem with modified argument on both bounded and unbounded domains. Then, we derive different types of the Ulam stability for the proposed problem on these domains. Finally, we present some illustrative examples to support our results.
On the stability of a fractional-order differential equation with nonlocal initial condition.
On the stability of convex symmetric polytopes of matrices.
On the ...-stability of functional differential equations.
On the stability of infinite-dimensional linear stochastic systems
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 stability of second order differential equations
On the stability of solutions of a multipoint boundary value problem for a system of generalized ordinary differential equations.
On the stability of solutions of certain systems of differential equations with piecewise constant argument
We obtain some sufficient conditions for the existence of the solutions and the asymptotic behavior of both linear and nonlinear system of differential equations with continuous coefficients and piecewise constant argument.
On the stability of solutions of linear boundary value problems for a system of ordinary differential equations.
On the stability of solutions of linear differential systems with slowly varying coefficients
On the stability of solutions of nonlinear boundary value problems for systems of generalized ordinary differential equations.
On the stability of solutions to a class of nonlinear difference systems.
On the stability of some fractional-order non-autonomous systems.
On the stability of stationary solutions of a linear integro-differential equation.
On the stability of strongly continuous semigroups of positive operators on
On the stability of the Ritz procedure for nonlinear two-point boundary value problems
On the stability of the solutions of certain fifth order non-autonomous differential equations
Our aim in this paper is to present sufficient conditions under which all solutions of (1.1) tend to zero as .
On the Stability Properties of Brown's Multistep Multiderivative Methods.