论文标题
通常是双曲线不变的圆柱体通过多个共振
Normally Hyperbolic Invariant Cylinders Passing Through Multiple Resonance
论文作者
论文摘要
我们研究了古典系统中各种同质层次化合物的周期性轨道的延续。周期性轨道构成了$ c^1 $ smooth，通常是孔孔的夸张的圆柱体，带有孔。跨越多个共振点起着关键作用。
We study the continuation of periodic orbits from various compound of homoclinics in classical system. Together with the homoclinics, the periodic orbits make up a $C^1$-smooth, normally hyperbolic invariant cylinder with holes. It plays a key role to cross multiple resonant point.
