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About the notion of non-T-resonance and applications to topological multiplicity results for ODEs on differentiable manifolds

机译:关于非T共振的概念及其在微分流形上ODE的拓扑多重性结果中的应用

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摘要

By using topological methods, mainly the degree of a tangent vector field, we establish multiplicity results for T-periodic solutions of parametrized T-periodic perturbations of autonomous ODEs on a differentiable manifold M. In order to provide insights into the key notion of T-resonance, we consider the elementary situations M = R and M = R-2. Doing so, we provide more comprehensive analysis of those cases and find improved conditions. Copyright (C) 2015 John Wiley & Sons, Ltd.
机译:通过使用拓扑方法(主要是切向量场的度),我们建立可分O上自变量ODE的参数化T周期摄动的T周期解的多重结果。以便提供对T-关键概念的见解。共振,我们考虑基本情况M = R和M = R-2。这样做,我们可以对这些情况进行更全面的分析,并找到改善的条件。版权所有(C)2015 John Wiley&Sons,Ltd.

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