论文标题
山型月球问题的全球存在和奇异性具有强大的潜力
Global existence and singularity of the Hill's type lunar problem with strong potential
论文作者
论文摘要
我们使用PDE的基态思想来表征Hill型农历问题的命运。特别是，相对平衡将定义为基态，在我们的分析中满足了一些至关重要的能量变异特性。我们研究以下解决方案的动力学，AT和（略高）高于基态能阈值。
We characterize the fate of the solutions of Hill's type lunar problem using the ideas of ground states from PDE. In particular, the relative equilibrium will be defined as the ground state, which satisfies some crucial energetic variational properties in our analysis. We study the dynamics of the solutions below, at, and (slightly) above the ground state energy threshold.
