Journal of applied mathematics & informatics

The Korean Society for Computational and Applied Mathematics (한국전산응용수학회)
권호 표지

OSCILLATORY BEHAVIOR OF THE SECOND-ORDER NONLINEAR NEUTRAL DIFFERENCE EQUATIONS

  • Published : 2001.01.01

⟨ Previous Next ⟩

Abstract

In this paper, we consider the oscillation of the second-order neutral difference equation Δ²(x/sub n/ - px/sub n-r/) + q/sub n/f(x/sub n/ - σ/sub n/) = 0 as well as the oscillatory behavior of the corresponding ordinary difference equation Δ²z/sub n/ + q/sub n/f(R(n,λ)z/sub n/) = 0

Keywords

References

  1. Math.Comput.Modelling v.21 no.9 Oscillation Theorems and Existence of Positive Monotone Solutions for Second Order Nonlinear Difference Equations P.J.Y.Wong;R.P.Agarwal
  2. Appl.Math.Comput. v.83 Oscillation Theorems for Some Nonlinear Difference Equations Z.Szafranski;B.Szmanda
  3. Indian J.pure.Appl.Math. v.26 no.19 On the Asymptotic and Oscillatory Behavior of second order Nonlinear Neutral Difference Equations E.Thandapni;P.Sanadapani
  4. Indian J.pure.Appl.Math. v.28 no.12 Oscillation Properties of Second Order Nonlinear Neutral Delay Difference Equations E.Thandapni;R.Arul
  5. Computers Math.Appl. v.36 no.6 Oscillation Theorems for Second Order Advanced Functional Difference Equation Zhenguo Zhang;Qiaoluan Li
  6. Computers Math.Appl. v.38 Oscillation Criteria for Second Order Functional Difference Equations with summation Small coefficient Zhenguo Zhang;Jinlian Zhang
  7. Appl.Math.lett. v.10 no.2 Oscillatory and Nonocillatory Behavior of Second-Order Neutral Delay Difference Equations R.P.Agarwal;M.M.S.Manael;E.Thandapni
  8. Foundations of Modern Analysis v.2;11 Dteudorme.J