用一种新的数值方法再现微分平面向量场离散测量数据。
A new numerical method is developed and demonstrated for representing and differentiating discretely measured vector-field data.
就平面向量场的分叉理论而言，极限环分叉的研究已成为人们关注的热点，具有极其重要的理论价值和实际应用价值。
The bifurcations of limit cycles which have important theory values and apply values are generally acknowledged as the hot areas of the research work.
就平面向量场的分叉理论而言，极限环分叉的研究已成为人们关注的热点，具有极其重要的理论价值和实际应用价值。
The bifurcations of limit cycles which have important theory values and apply values are generally acknowledged as the hot areas of the research work.
应用推荐