Oscillation theorems for certain second order nonlinear difference equations
- Wong, P.J.Y.
- Agarwal, R.P.
DOIAbstract
10.1006/jmaa.1996.0469Journal of Mathematical Analysis and Applications2043813-82
10.1006/jmaa.1996.0469Journal of Mathematical Analysis and Applications2043813-82
AbstractSufficient conditions are obtained which guarantee that all solutions (or all bounded soluti...
Sufficient conditions for the oscillation of some nonlinear difference equations are established
Sufficient conditions for the oscillation of some nonlinear difference equations are established
AbstractSome new oscillation and nonoscillation theorems are obtained for second order nonlinear dif...
AbstractNew oscillation and nonoscillation theorems are obtained for the second-order linear differe...
AbstractThe oscillation of the second-order nonlinear partial difference equationT(△1,△2)[cmn△1(ymn)...
AbstractTwo recent results of Zhang and Zhou in [1] are shown to be special cases of previously esta...
AbstractThe authors consider difference equations of the form where an > 0, qn > 0, f, and φ are co...
AbstractIn this paper we consider the second order nonlinear difference equation[formula]where Δyn=y...
AbstractNew oscillation results are obtained for the second order nonlinear difference equation Δ(rn...
AbstractIn this paper, we shall establish relations between the oscillation of second-order nonlinea...
AbstractSome Riccati type difference inequalities are given for the second-order nonlinear differenc...
AbstractIn this paper discrete inequalities are used to offer sufficient conditions for the oscillat...
AbstractIn this remark, we shall show the main results of the earlier work [W.T. Li, S.S. Cheng, Rem...
AbstractIn this paper, we shall discuss oscillatory behavior of the solutions of difference equation...
AbstractSufficient conditions are obtained which guarantee that all solutions (or all bounded soluti...
Sufficient conditions for the oscillation of some nonlinear difference equations are established
Sufficient conditions for the oscillation of some nonlinear difference equations are established
AbstractSome new oscillation and nonoscillation theorems are obtained for second order nonlinear dif...
AbstractNew oscillation and nonoscillation theorems are obtained for the second-order linear differe...
AbstractThe oscillation of the second-order nonlinear partial difference equationT(△1,△2)[cmn△1(ymn)...
AbstractTwo recent results of Zhang and Zhou in [1] are shown to be special cases of previously esta...
AbstractThe authors consider difference equations of the form where an > 0, qn > 0, f, and φ are co...
AbstractIn this paper we consider the second order nonlinear difference equation[formula]where Δyn=y...
AbstractNew oscillation results are obtained for the second order nonlinear difference equation Δ(rn...
AbstractIn this paper, we shall establish relations between the oscillation of second-order nonlinea...
AbstractSome Riccati type difference inequalities are given for the second-order nonlinear differenc...
AbstractIn this paper discrete inequalities are used to offer sufficient conditions for the oscillat...
AbstractIn this remark, we shall show the main results of the earlier work [W.T. Li, S.S. Cheng, Rem...
AbstractIn this paper, we shall discuss oscillatory behavior of the solutions of difference equation...
AbstractSufficient conditions are obtained which guarantee that all solutions (or all bounded soluti...
Sufficient conditions for the oscillation of some nonlinear difference equations are established
Sufficient conditions for the oscillation of some nonlinear difference equations are established
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