摘要
提出一类与路径无关的曲线积分解的新的结构,利用数学分析和变系数微分方程的性质,论证其可积性,给出更为直观、简练的解,拓广了原有的结论,弥补了已有文献的不足.
The article a new kinds of solution structure of irrelative path＇ s curvilinear Integral. It proves that the solution exists by means of mathematical analysis and the properties of the first order differential equation. The article deepens the contents in the references.
出处
《喀什师范学院学报》
2006年第6期8-11,共4页
Journal of Kashgar Teachers College
关键词
二阶变系数齐次微分方程
分析与方程性质
路径无关
曲线积分
Homogeneous differential equation
Analysis and function property
Irrelative path
Curvilinear integra
