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- The topologic structure and learning algorithm of the rough neural network are given, and the approximation theorem of the rough neural network is presented. 给出了粗糙神经网络的拓朴结构和学习算法以及粗糙神经网络的逼近定理.
- State the Diophantine Approximation Theorem in Section V.3 on p.153( restate it if it is stated in the previous lecture), and continue through to the end of the section, which gives a sketch of the proof. 大略证明是重要的,这是因为一旦开始就容易迷失在证明的细节?A所以我们要记住真正的目的。
- In the article titled"THE THEORY OF APPROXIMATION ON THE Q-PROCESSES", an approximation theorem of the Q-processes is given. In addition, another approximation theorem and an example of its applications are given. 在文章“关于Q过程的逼近理论”中给出了一个Q过程的逼近定理;此文给出另一个逼近定理及一个应用这一定理的例子.
- simplicial approximation theorem 单纯逼近定理
- weierstrass approximation theorem 维尔斯特拉斯逼近定理
- Weierstrass' approximation theorem Weierstrass逼近定理
- Pointwise approximation theorems for combinations and derivatives of baskakov operators[J].J of Nanjing University (Mathematical Biquarterly), 2001, 18(2): 251-260. Baskakov算子线性组合和导数的点态逼近定理[J].;南京大学学报(数学半年刊);2001;18(2):251-260
- A Strang Approximation Theorem for Independent Increments Processes 独立增量过程的一个强逼近定理
- Direct Approximation Theorem of Jackson Type on SL(2, R) SL(2,R)上的Jackson型正定理
- A Note of Non-singular Approximation Theorem for Non-linear Equations 关于非线性方程奇异解逼近定理的注记
- Trotter-Kato approximation theorems Trotter-Kato型逼近定理
- direct and inverse approximation theorems 正逆定理
- Iterative approximation theorem on solutions to nonlinear strongly accretive operator equations 非线性强增生算子方程解的迭代逼近定理
- Fuzzy-Stochastic Math-Algorithm Analysis for Slope Stability Based on First-Order Approximation Theorem 一次逼近理论下边坡稳定的模糊随机数值分析
- Let us restate the assertions above as a theorem. 我们把上述的断言重新表述为一个定理。
- What he said was an approximation of my idea. 他说的是很接近我的想法。
- The final figure is only an approximation. 最后的数字只是一个近似值。
- The second proof of Theorem 26 is due to James. 定理26的第二个证明属于詹姆斯。
- Theorem g is called binomial theorem. 定理g称为二项式定理。
- This completes the proof of the convexity theorem. 这就完成了凸定理的证明。