1) Complex Real Analysis & Functional Analysis
复实分析与泛函
3) Functional analysis
泛函分析
1.
Worked-examples application in the teaching of functional analysis;
样例在泛函分析教学中的应用
2.
Application and research on functional analysis course;
泛函分析课程与小波理论结合的教学方法探讨
3.
A dynamic test of simple-supported-beam suffered from a number of crack damage scenarios is carried out to find out local crack damage location by functional analysis and function extremum theorem.
对简支梁遭受多种裂缝局部损伤的动力特性进行试验研究,并通过泛函分析及泛函极值定理确定出局部裂缝损伤位置,然后再代入弹簧刚度模型求出裂缝深度参数,识别结果与实际模拟结果平均误差为5。
4) Real and Functional Analysis
实变与泛函
5) functional analysis method
泛函分析法
1.
A functional analysis method to determine the position of a crack is proposed.
并推导出一种判断裂缝位置的泛函分析法。
6) Functional differential and functional equations
泛函微分与泛函方程
1.
Functional differential and functional equations (FDFEs) are a class of hybrid systems that are more complex than that of FDEs.
泛函微分与泛函方程是较泛函微分方程更为复杂的一类系统,它是由泛函微分方程与泛函方程耦合而成的混合系统,特别是中立型泛函微分方程可视为其特例。
补充资料：实变
实变
通常是指肺实变，参见"肺实变"。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条