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error mean square相关的网络例句

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与 error mean square 相关的网络例句 [注:此内容来源于网络,仅供参考]

The classical feedforward active noise control methods with mean-square error criteria only consider second order statistics of signals, but neglect real existing non-Gaussian signals. Therefore, these methods do not perform well for non-Gaussian noises.

在前馈主动噪声控制中,基于均方误差准则的传统算法仅考虑了信号的2阶统计量,忽略了实际存在的非高斯信号,不能满足对非高斯噪声的控制要求。

First, we study the optimization of the estimate mean-square error of the polynomial interpolation. We introduce a window shift concept, derive the optimal window shift, and propose the estimation method of the value under a given interpolation order.

首先,我们探讨多项式内插通道估计演算法的估计误差之最佳化,提出滤波器窗口漂移概念,在给定内插阶数的情况下,推得最佳漂移量的理论值与其值估计方法。

Minimum mean-square error decision feedback equalizer was used to preprocess this model and a decoder with boundary controlled Fano tree search algorithm was proposed.

该解码器可达到几乎最大似然性能,在很大的信噪比区域范围内其复杂度比目前典型的解码器低,而且该解码器可用于发射天线数大于接收天线数的系统。

Multi-input multi-output system ; perfect space-time block codes ; minimum mean-square error decision feedback equalizer ; Fano algorithm

多输入多输出系统;完美空时分组码;最小均方误差—判决反馈均衡; Fano算法

The performance of PDA-MUD is close to the optimal multi-user detector, but computational complexity of PDA-MUD is higher than the linear minimum mean-square error multi-user detector.

虽然使用机率资料连结演算法之多使用者侦测器可以得到近乎最佳化多使用者侦测器的效能,但其计算复杂度相较於最小均方误差多使用者侦测器仍然偏高。

Based on the given probability distribution of a system mode, the F-discrepancy or quasi F-discrepancy representative points and the mean square error representative points representing the probability distribution of system mode are selected by means of number-theoretic method. The model-set used in a multiple-model approach is then constructed.

在已知系统模式的概率分布条件下,由数论方法获得代表其概率分布的F-偏差或伪F-偏差代表点和均方差代表点,利用这些代表点构成覆盖系统模式空间的模型集合。

Iterative algorithm based on fuzzy control theory is put forward for designing diffractive optical elements for laser beam shaping, aiming at decreasing both mean square error and top beam uniformity of the output beam.

在光束整形衍射光学元件的设计中,为同时减小输出光束的均方根误差和顶部不均匀度值,提出了模糊控制迭代算法。

In this study, six campaigns around Anping tide gauge, Tainan, were successfully performed and the collected GPS buoy data were processed with four types of precise ephemeris provided by IGS, including final product, rapid product, ultra-rapid product and ultra-rapid product with the use of PPP technique. Comparing the PPP results with DGPS, the differences reach 3~5 cm in the horizontal and 10 cm in the vertical with final product; 6~8 cm in the horizontal and 15 cm in the vertical with rapid product; 15~20 cm in the horizontal and 30~40 cm in the vertical with ultra-rapid product; 2~3 m in the horizontal and 3~4 m in the vertical with ultra-rapid product. In addition, the collected data were also processed by DGPS techniques using different reference stations to analyze the effect of various baselines. The results show that accuracy degrades when the baselines increase.

本研究在台南安平潮位站旁进行6次GPS浮标施测,首先利用与GPS浮标距离不同之GPS参考主站来进行差分定位,分析基线距离对GPS浮标定位成果的影响,由实验结果可得出基线越长则定位准确度越低;再以IGS提供之最终产品、快速产品、超快速产品(Ultra-Rapid product)之观测部分observed half、超快速产品(Ultra-Rapid product)之预估部分四种不同发布延迟时间的精密星历与精密时表改正资料对GPS浮标进行精密单点定位解算,与传统差分相对定位方法定位结果进行比较后,得出使用最终产品之平面方向均方根误差(Root Mean Square Error, RMSE)可达3~5公分,而高程方向均方根误差可达10公分;快速产品之平面方向均方根误差可达6~8公分,而高程方向均方根误差可达15公分;超快速产品观测部分之平面方向均方根误差可达15~20公分,而高程方向均方根误差可达30~40公分;超快速产品预估部分之平面方向均方根误差可达2~3公尺,而高程方向均方根误差可达3~4公尺。

In this paper, a Minimum Mean Square Error based joint multi-cell channel estimation algorithm is proposed. By including the strong interfering users of adjacent cells into the channel estimation matrix, the noise power is significantly reduced which guarantees more precise channel estimation.

该文提出基于最小均方误差准则的联合多小区信道估计算法,由于改变了信道估计矩阵的结构,将邻小区强干扰用户也作为可以检测的用户信号来处理,降低了信道估计中噪声功率。

We analyze the BER performance of PMBT with zero forcing, minimum mean square error receiver and optimum bit allocation and also compare the performance with Generalized MRT.

我们将使用零强制、最小均方误差接收器和最佳位元分配的PMBT系统来做位元误差率的分析并且和广义的最大传输率系统的效率做比较。

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However, as the name(read-only memory)implies, CD disks cannot be written onorchanged in any way.

然而,正如其名字所指出的那样,CD盘不能写,也不能用任何方式改变其内容。

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