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Furumochi research the asymptotic stability for the equation (1. 1); more precisely, in certain hypotheses (enumerated below) one proves that for initial data small enough, the
P´eics, Generalized Characteristic Equation of Linear Delay Difference Equa- tions , Proceedings of the Second International Conference of Difference Equa- tions and
In contrast with the stability of these equations, there are no absolute (delay- independent) oscillation criteria for first order delay differential equations.. Although
We consider a system consisting of a quasilinear parabolic equation and a first order ordinary differential equation containing functional de- pendence on the unknown functions..
Oscillatory behaviour of higher order neutral type nonlinear forced differential equation with oscillating coefficients.. Oscillation Theory of Delay Differential Equations:
Arockiasamy, Oscillatory and asymptotic behavior of fourth order nonlinear neutral delay difference equations, Indian J. Arockiasamy, Fourth order nonlinear oscillations of dif-
Keywords: Third-order nonlinear differential equation; Exponential stability; Anti- periodic solutions; Deviating argument.. MR(2000) Subject Classification: 34C25,
∂ 2 ); this representation allows them to reduce the controllability of this partial differential equation with delay to a family of ordinary delay equations and prove the main
