4篇
您的检索式：作者名="Shuliang SHUI"
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| 1 | Codimension 3 nonresonant bifurcations of homoclinic orbits with two inclination flips显示文摘Homoclinic bifurcations in four-dimensional vector fields are investigated by setting up a local coordinate near a homoclinic orbit. This homoclinic orbit is principal but its stable and unstable foliations take inclination flip. The existence, nonexistence, and uniqueness of the 1-homoclinic orbit and 1-periodic orbit are studied. The existence of the two-fold 1-periodic orbit and three-fold 1 -periodic orbit are also obtained. It is indicated that the number of periodic orbits bifurcated from this kind of homoclinic orbits depends heavily on the strength of the inclination flip. | SHUI Shuliang & ZHU Deming College of Mathematics and Physics, Zhejiang Normal University, Jinhua 321004, China Department of Mathematics, East China Normal University, Shanghai 200062, China | 2005 | Science China Mathematics2005，48，2： | 10 |
| 2 | Codimension 3 Non-resonant Bifurcations of Rough Heteroclinic Loops with One Orbit Flip显示文摘四块维的向量地里的 Heteroclinic 分叉被建立一个本地人调查一个不平的异种诊所附近的坐标循环。这个异种诊所环有一条主要异种诊所轨道;拿轨道的一条非主要的异种诊所轨道扭动。存在,不存在,共存;1-heteroclinic 环的唯一, 1-homoclinic 轨道;1-periodic 轨道被学习。双重或三方面的 1-periodic 轨道的存在也被获得。 | Shuliang SHUI Deming ZHU | 2006 | Chinese Annals of Mathematics,Series B2006，27，6： | 1 |
| 3 | Poincaré Bifurcations of Two Classes of Polynomial Systems显示文摘 | Jing Wang Shuliang Shui Luca Guerrini | 2013 | Abstract and Applied Analysis2013，，： | 1 |
| 4 | Poincar6 bifurcation of two classes of polynomial systems 显示文摘 | Wang Jing Shui Shuliang | 2013 | Abstr Appl Anal2013，2013，2013： | 1 |
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