查询词典 kernel

This paper studies the model -robust design problem by applying the reproducing kernel space approach.

利用再生核空间方法研究相依误差近似回归模型的稳健设计问题。

In this space it is difficult to obtain the reproducing kernel when n ≥ 2 and thedifficulty is getting more obvious as n is increasing.

在再生核空间〓中，当n≥2时，再生核函数的求得很困难，而且随着n的增加，求解难度急剧增加。

Firstly, the reproducing kernel of the solution space of the second-order wave equation is gotten.

首先，针对二阶波动方程的解，构造再生核。

In this thesis, the main problem investigated is the characterization of the image space in the wavelets transform by making use of the relationship between wavelets transform and the theory of reproducing kernel.

利用小波变换像空间与再生核空间的联系，本文主要研究了小波变换像空间的描述问题。

Reproducing Kernel Particle Method is one of the promising meshfreemethods with attractive features.

重构核质点法(Reproducing Kernel Particle Method，简称 RKPM)是一种有广泛发展前景的无网格方法，具有优良特性。

In this thesis, it is the main problem to investigate that the numerical solution and solution space of the different differential equations by making use of the theory of the Wavelet-Galerkin method and the reproducing kernel Hilbert space, respectly.

本文分别应用小波分析理论和再生核理论对微分方程的求解和解空间的问题进行了研究。

This theorem is obtained by appling the reproducing kernel theory and the duality property of Riesz basis.

第四章中，根据再生核空间理论和Riesz基的对偶性质得到有限区间[0，L]小波子空间上的Shannon型采样定理。

This dissertation highlights neural network models and learning algorithms related, which are playing an equally important role in neural network research. The main results obtained are presented as follows: Reproducing kernel developed in different disciplines has become an importanttool in functional approximation.

神经网络模型和与之相适应的训练算法是本文研究的重点，它们在神经网络的研究中占有同样重要的位置，本文获得的主要结果如下：再生核源于不同学科分支，目前已成为函数逼近的重要工具。

According to the fine structures of reproducing kernels, the characterization of the image space in the wavelets transform and the isometric identities formulas are given by the perfect theory of reproducing kernel space.

根据再生核的这种较好的结构，利用较完善的再生核空间理论给出了小波变换像空间的描述及等距恒等式。

The relationsare built among the Bergman kernel,the Riemann mapping function,the Szeg'o kerneland the Green function etc.,therefore,if we get the one of them,then it is easy toobtain the others from these relations.

五研究了Bergman核的理论，它具有再生性质，给出了Bergman核、Riemann映射、核以及Green函数之间的密切关系表达式。

Many will continue to choose to live in duality and in conflict.

许多人将继续选择活在二元对立性和冲突中。

I find that students of the University of Physical Education all wear sportswear at first sight.

我发现：体育大学的学生乍一看，都是穿运动衣，大家都一样