| 二阶系统的多重周期解 |
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| 引用本文： | 王宪清,王芳珍.二阶系统的多重周期解[J].新疆职业大学学报,1994(2). |
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| 作者姓名： | 王宪清 王芳珍 |
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| 作者单位： | 新疆建材工业学校
(王宪清)，新疆纺织工业大学(王芳珍) |
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| 摘 要： | 本文考察了两个二维环而连通和 T~2# T~2上的二阶系统周期解,应用Lustcmik-schorclman理论得到了二阶系统至少有3个几何不同的弱解,进一步若所有弱解都是非退化的,该系统至少有6个几何不同的弱解。
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| 关 键 词： | 连通知 Hilbcrt-Riemann流形 Lusternik-Schirclman畴数 morsci不等式 |
The More Cycling Solution of Two Stages System |
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| Wang Xianqing,Wang Fangzhen The Building Material School The Textile Industrial School.The More Cycling Solution of Two Stages System[J].Journal of Xinjiang Vocational University,1994(2). |
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| Authors: | Wang Xianqing Wang Fangzhen The Building Material School The Textile Industrial School |
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| Institution: | Wang Xianqing;Wang Fangzhen The Building Material School The Textile Industrial School |
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| Abstract: | This artical discusses the cycling system solution of two stages about the linksum of two cones and T~2#T~2 The use of Lusternik-schirelman's theroy gets the system of the two stages, at leastthree different weak geometric solutions. What is more if all theweak solutions areno-degenerative, there are at least six different weakgeometric ones in this system. |
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| Keywords: | Link sum Hilbcrt--kiemarn formality Lusternik--schirclman kindnumber Morsc incguality |
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