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多项式微分系统的一类高次奇点的分析

On the Analysis of Higher Order Singular Points of Polynomial Differential Systems

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【作者】 李林; 齐延信;

【Author】 Li Lin(Basic Course Department,Beijing Institute of Petro-chemical Technology,Beijing 102600)Qi Yanxin(Central China Engineering Industry School, N anyang 473009)

【机构】 北京石油化工学院基础部; 中原机械工业学校 北京 102600; 南阳 473009;

【摘要】 分析多项式微分系统的奇点(0,0),当G(θ0)=H(θ0)=0时,沿其特征方向θ=θ0有无轨线通向奇点(0,0)的问题,对于多项式微分系统简化了文献[4]的条件,从而便于直接应用,最后以例示之。

【Abstract】 This paper deals with the higher order singular points of polynomial differential systems. We focus on the following problems: Are there any trajectories which have tangent line θ=θ0 and tend to the singular point of the system, when G(θ) = H(θ) = 0, where θ=θ0 is the characteristic direction of this singular point? The results for polynomial differential systems in this paper are one kind of simple forms of paper [4])’s, and hence the results of this paper are more convenient to use.

  • 【文献出处】 北京石油化工学院学报 ,Journal of Beijing Institufe of Petrochemical Technology , 编辑部邮箱 ,1996年02期
  • 【分类号】O19
  • 【被引频次】1
  • 【下载频次】47
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