Oscillation and nonoscillation criteria for second order difference equations with generalized difference operators

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Abstract

In this study we investigate some new oscillation and nonoscillation criteria and generalize and improve some results in the literatures for second order nonlinear difference equation with generalized difference operators of the form ∆l,a(pn∆l,axn) + qn(∆l,axn) β = F (n, xn, ∆l,bxn), where ∆l,σ is generalized difference operator such that defined as ∆l,σxn = xn+l − σxn, and F : N × R 2→ R˙ . Also, some examples illustrating the results are
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广义差分算子二阶差分方程的振动与非振动判据
本文研究了一类二阶非线性差分方程的一些新的振动和非振动判据,推广和改进了一类二阶非线性差分方程的一些结果,该方程的广义差分算子为∆l,a(pn∆l,axn) + qn(∆l,axn)β = F (n, xn,∆l,bxn),其中∆l,σ为广义差分算子,定义为∆l,σxn = xn+l - σxn, F: n × r2→R˙。此外,一些例子说明了结果是
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