| 具有四次代数曲线解的二次系统的拓扑结构 |
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| 引用本文： | 贾宏,宋燕.具有四次代数曲线解的二次系统的拓扑结构[J].苏州大学学报(医学版),1998,14(3):17-21. |
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| 作者姓名： | 贾宏 宋燕 |
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| 作者单位： | [1]辽宁省本溪大学 [2]辽宁省锦州师范高等专科学校 |
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| 摘 要： | 本文研究了一类具有四次代数曲线解的二次系统在有代数极限环、代数分界线环、代数叶彦谦分界线环的条件下轨线的拓扑结构。得到的结论是：轨线的拓扑结构至多有１２种。
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| 关 键 词： | 四次代数曲线解 拓扑结构 极限环 二次系统 |
TOPOLOGY OF TWO SYSTEMS WHICH HAS FOUR ALGEBRAIC CURVE SOLUTION |
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| Jia Hong.TOPOLOGY OF TWO SYSTEMS WHICH HAS FOUR ALGEBRAIC CURVE SOLUTION[J].Journal of Suzhou University(Natural Science),1998,14(3):17-21. |
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| Authors: | Jia Hong |
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| Abstract: | This paper deals with the topology of the orbital line of two systems which has four algebraie curve solution under the conditions of the algebraic limit ring, algebraic separatrix ring, algebraic Ye Yan Qian's separatrix ring. The result showed that the topology of the orbital line has at least twelve kinds. |
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| Keywords: | Four algebraic curve solution Topology Algebraic limit ring Algebraic separtrix ring |
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