首页> 外文期刊>Discrete and continuous dynamical systems▼hSeries S >PERIODIC AND SUBHARMONIC SOLUTIONS FOR A 2nTH-ORDER Φ_c-LAPLACIAN DIFFERENCE EQUATION CONTAINING BOTH ADVANCES AND RETARDATIONS
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PERIODIC AND SUBHARMONIC SOLUTIONS FOR A 2nTH-ORDER Φ_c-LAPLACIAN DIFFERENCE EQUATION CONTAINING BOTH ADVANCES AND RETARDATIONS

机译:用于2阶φ_C拉普拉斯差异方程的周期性和次谐官能溶液,其包含两种前进和延迟

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摘要

We consider a 2nth-order nonlinear difference equation containing both many advances and retardations with Φ_c-Laplacian. Using the critical point theory, we obtain some new and concrete criteria for the existence and multiplicity of periodic and subharmonic solutions in the more general case of the nonlinearity.
机译:我们考虑一个2个阶非线性差异方程,其中包含许多前进和斜面的延迟和φ_c-laplacian。使用临界点理论,我们在非线性的更常规情况下,获得了一些新的和具体的定期和次谐波解决方案的存在和多种标准。

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