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逼近

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Nonlinear function approximation using BP neural network and RBF neural network is simulated.

最后,作了用BP网络和RBF网络逼近非线性函数的仿真研究,并作了比较。

It is a program of bp neural network algorithm ,its function is simulating approximation of a function.

详细说明: bp神经网络算法程序,仿真逼近一个函数,内含详细注解,适合初学者。

An example of nonlinear function approximation is given to demonstrate the effectiveness of the algorithm, where some comparisons are made with other approaches.

通过对非线性函数逼近的分析,证明了该自组织算法的有效性,并与其他算法作了比较。

It is shown that the Chebyshev polynomial approximation is a valid method for the investigation of non-smooth systems.

研究表明,Chebyshev多项式逼近也是研究随机非光滑系统动力学行为的一种有效方法。

Simulation results show that this identification method has excellent approximation ability, and system of adaptive inverse control has good robustness and performance.

仿真结果表明,该辨识方法具有良好的逼近能力且自适应逆控制系统具有良好的鲁棒性。

The thought and method of approximation permeate in almost all the disciplines, including discipline in the natural science and humanities.

逼近的思想和方法渗透于几乎所有的学科,其中包括自然科学和人文科学中的学科。

The control of the operative mechanism adopts the method of high-speed approximation.

对执行机构的控制采用了快速逼近方式。

However, the conventional dual wavelength stabilization technique uses the approximation method for the selection of the two wavelengths.

然而,传统的双波长稳定技术使用逼近方法的选择两波长。

To overcome this problem,the paper presents a non-linear approximation method to control the optimized bandeletization.

为了解决这个问题,提出了一种通过非线性逼近来控制最佳Bandelet化过程的方法。

The polynomial approximation method is also employed to obtain simple formulas for frequency and amplitude correction.

本文利用多项式逼近方法获得了频率和幅值修正的计算公式。

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索夫农 、森那库斯和苏格拉底式的对话采用的模仿没有一个公共的名称;三音步诗、挽歌体或其他类型的诗的模仿也没有——人们把&诗人&这一名词和格律名称结合到一起,称之为挽歌体诗人或者史诗诗人,他们被称为诗人,似乎只是因为遵守格律写作,而非他们作品的模仿本质。

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交际能力和语法的关系应该是目标与途径的关系。

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这不是纸上谈兵式的交易,这是人与人的业务,而且涉及金额巨大。