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symmetric相关的网络例句

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与 symmetric 相关的网络例句 [注:此内容来源于网络,仅供参考]

The multi-wavelets functions are supported on [-1, 1], and one wavelet function is symmetric, the other is anti-symmetric.

所以,可以由这两个尺度函数构造一类多小波函数,这类多小波函数不但在[-1,1]上具有紧支撑性,而且一个小波函数具有对称性,另一个小波函数具有反对称性,因此这种紧支撑多小波函数适用于区间[0,1]。

Hen symmetric array is used, the arithmetic average of the XWVDs of the multiple group symmetric sensors will achieve extra enhancement of the TFD.

igner—Ville分布,在各个时刻XWVD的幅值最大点上,其相位是该点对应的频率与信号到达两阵元的时延的乘积。

The traditional mean shift algorithm requires a symmetric kernel, such as a circle or a rectangle, and assumes that the target's scale is symmetric during the course of tracking. The pixels are used on the edge as the samples, about 5% to 10% of the total pixels in the kernel.

与采用对称核函数的均值迁移目标跟踪算法相比,采用目标边缘点作为核函数中的样本点,参与计算的样本点为核窗口中样本的5%~10%,使图像处理速度达到了50帧/s以上,满足了实时跟踪的要求。

The traditional mean shift algorithm requires a symmetric kernel, such as a circle or a rectangle, and assumes that the target's scale is symmetric during the course of tracking.

与采用对称核函数的均值迁移目标跟踪算法相比,采用目标边缘点作为核函数中的样本点,参与计算的样本点为核窗口中样本的5%~10%,使图像处理速度达到了50 帧/s 以上,满足了实时跟踪的要求。

Sinceβkernel is non-symmetric, there will be problem in the precision of graduation if using kernel graduation method, because, generally, kernel function is supposed to be symmetric in kernel graduation method, thus will cause boundary deviation in actual application.

但β核为非对称核,如果使用核修匀方法,在修匀精度上仍会存在问题,因为一般核修匀方法中均假设核函数具有对称性,在实际应用中将导致出现边界偏差现象。

Symmetric kernel graduation ; non-symmetric kernel graduation ; Gamma kernel ; boundary bias

对称核修匀;非对称核修匀; Gamma核;边界偏差

For example, it is possible to find a transformation and two bases, so that the matrix is symmetric with respect to one basis and not symmetric with respect to the other.

为了 例如,有可能找到一个转型和两个基地,使矩阵对称的一个方面,而不是对称的基础上对其他。

This paper first presents the definition of symmetric matrix and anti-symmetric matrix and then moves on the disscussion of certain properties of them.

本文先给出对称矩阵和反对称矩阵的定义,然后讨论了它们的若干性质。

As special forms of matrixes, symmetric and anti-symmetric matrix plays a key role not only in the theory of matrix but also in actual application.

对称矩阵和反对称矩阵作为特殊矩阵无论在矩阵理论方面,还是在实际应用方面都有重要的意义。

However in studying the transpose of matrix much focus has been given on the definition of symmetric matrix and anti-symmetric matrix while their properties have not been fully explored.

在高等代数中矩阵是研究问题很重要的工具,在讨论矩阵转置时给出了对称矩阵和反对称矩阵的定义,但对它们的性质研究很少。

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