| 1. | Whitney embedding theorem
惠特尼嵌入定理 |
| 2. | An embedding theorem for space of distributions onlocally convex space
局部凸空间上检验函数与广义函数空间的嵌入定理及其应用 |
| 3. | Nash embedding theorem
纳什嵌入定理 |
| 4. | From this 5d solution and using campbell " s embedding theorem , a 4d solution is derived which is 4d sourceful
根据campbell的嵌入理论，由该5维无源解可以导出一个4维有源解。 |
| 5. | In chapter 4 , we state and prove campanato type theorem , morrey type theorem and some embedding theorems for the maps
在第四章，我们证明campanato型和morrey型不等式和一些嵌入定理。 |
| 6. | According to the takens embedding theorem , the nonlinear time series is converted into discrete dynamic system . the prediction of time series is achieved by the observation of system states
将由系统的输入输出变量组成的非线性时间序列通过空间嵌入的方法转化为一个离散动态系统,通过对系统状态的观测实现时间序列的预测。 |
| 7. | The main methods of this thesis are as following : chaotic time series is created by dynamics equation , then use gp algorithm to calculate embedding dimension and mutual information algorithm to calculate delay time . based on takens embedding theorem , the method utilizes the observed values of single variable of chaotic system to reconstruct phase space
论文首先求解动力学方程组产生混沌时间序列,然后用gp算法确定嵌入维数、互信息法求出延迟时间,再根据takens嵌入定理,利用混沌系统的单变量观测值对混沌背景重构相空间。 |
