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The rate of convergence of pointwise approximation for local bounded functions are obtained.

引入一种积分型的 Szász- Bézier算子,并研究其逼近性质,得到了此类算子对局部有界函数的逼近阶估计公

For the robust adaptive control issues of linear time-varying systems, a new polynomial approximation scheme is applied to approximate the time-varying parameters of the systems.

5对于线性时变系统的鲁棒自适应控制问题,本文提出了一种新的多项式逼近方案用以逼近系统的时变叁数。

Firstly, a quintic PH-spline curve is used to approximate a cubic Bézier curve within a bound. The convergence for the approximation is proved.

研究用C1连续的五次Pythagorean-Hodograph样条曲线逼近一给定的三次Bézier曲线,证明了这种逼近算法在常用误差测度下的收敛性。

This paper concerns the construction of a low rank matrix with Hankel structure that is nearest to a given matrix.

本文研究一个给定矩阵的低秩Hankel最佳逼近及其加权逼近的问题。

Simulation results indicate that the proposed wavelet network in the paper has a good approximation capability, and has the advantages of rapid convergence rate and high ...

结果表明,这种新的小波网络具有良好的函数逼近能力,收敛速度快且逼近精度高。

Simulation results indicate that the proposed wavelet network in the paper has a good approximation capability, and has the advantages of rapid convergence rate and high approximation accuracy.

结果表明,这种新的小波网络具有良好的函数逼近能力,收效速度快且逼近精度高。

The delaminated learning property of dual CMAC is used to amend the contradiction between net's learning speed and approach ability, and the complicated regressor matrix need not to be calculated in this algorithm.

通过利用双网结构的分层逼近机制,缓解了CMAC学习速度与逼近精度间的矛盾关系,另外,算法还避免了繁琐的并联机器人回归矩阵计算。

A main ADC architecture for low power system is charge redistribution successive approximation register.In this thesis,8bits sar adc is designed. The main research is sample and hold circuit, D/A convert ,digital control logic etc.

目前在低功率系统中主流的类比数位转换器架构为电荷重新分布式的循渐近式逼近法,本设计8bits逐步逼近式类比数位转换器,主要研究了A/D转换器中包含取样保持电路、D/A转换器、数位逻辑控制等设计。

Linear triangular element is considered to solve the second order elliptic boundary value problem in 2-D. By using of the distinctive structure and some novel approaches, we obtain the super-close and superconvergence results on certain kind of anisotropic meshes.

讨论在有限制的各向异性网格下用线性三角形有限元逼近二阶椭圆边值问题,利用单元构造的特殊性和一些新的技巧得到相应的超逼近和超收敛结果。

Thirdly, we adopt the Jacobi approximation in the radial direction and thus overcome the difficulty of dealing with the singularity of equations at the center of ball. which is caused by the spherical coordinates. Furthermore.

第二,我们在球面上采用球面调和逼近,而在半径方向采用Jacobi逼近,从而既克服了奇异性的困难又将原问题转化为便于并行计算的简单问题。

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