References
- Oscillation theory for functional differential New York L.H.Erbe;Qing Kai Kong;B.G.Zhang
- Eckvac v.32 Asymptotic behavior of nonoscillatoty of neutral Funcialaj J.Jaros;T.Kusano
- Sys. Sci. and Math. The existence of positive for second Order neutral Differential equations with unstable type J.S.Yu;B.G.Zhang
- Computers Math. Applic. v.138 no.1 Oscillation Criteria for second-Order Advanced Difference equations with Summation Smallⁿ Coefficient Z.G.Zhang;J.L.Zhang
- KeXue Tong bao v.34 no.8 Oscillatory of second-Order neutral Differential equations B.G.Zhang
- J. Math Research and Exposition v.19 no.4 Oscillation of solutions for a class of Nonlinear second Order Difference equations Z.G.Zhang;Yu Yuanhong
- Nonlinear Analysis v.20 An existence theorem for nonlinear difference equations S.S.Cheng;W.T.Patula
- Computers Math. Applic. v.36 no.6 Oscillation Theorems for second-Order Advanced Functional Difference equations Z.G.Zhang;Q.L.Li
- a Appl. Math. Lett. v.6 no.2 Oscillation of a Neutral Difference Equations A.ZAFER;R.S.DAHIYA
- Utilitas Mathematica v.45 Asymptotic behavior and oscillatory behavior of solution fo nonlinear neutral delay difference equation E.Thandapani