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fractional error相关的网络例句

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

Because this is based on model of IGES format curved surface, gave out to choose the computational method that the error is worth between cloud data and CAD model, the form that pursues with splash undertakes indication to the error, distinguish effect is more direct.

因此基于IGES格式曲面模型,给出了点云数据和CAD模型之间误差值的计算方法,并以色斑图的形式对误差进行显示,使显示效果更加直观。

Then an error concealment method based on error analysis is proposed in the spatial domain.

然后提出了一种在图像空间域进行的错误隐藏方法。

In cross-section analysis, there exists conditional convergence in China and spatial error model is better than spatial lag model. In panel data analysis, fixed effect spatial error model is better than fixed effect spatial lag model.

在横断面分析方面,中国大陆地级城市间存有条件收敛,以空间误差模型较佳;Panel Data分析则以固定效果空间误差模型优於固定效果空间落迟模型。

"Error A007: The IF conditional expression is error."

排除:重新编辑IF 的条件运算式。

In order to verify the method, the comparison among the Tabary slope method, the Bayes function method, the Yamada continuity method and the background error covariance function method is presented. The results show that the background error covariance function method is the best one.

为检验此法效果,利用1999年5月3日到4日奥克拉荷马强龙卷的雷达资料,给出风廓线仪的实测结果对比分析,Tabary的切线拟合方法和条件概率方法,Yamada的连续性检测方法的对比试验及退模糊后的径向速度图。

In light of the error correction model, there exists a dynamic adjustment mechanism between the two, by which the error correction term automatically brings about their long term equilibrium.

从误差修正模型来看,短期内山东省财政收入与GDP之间存在动态调整机制,由于误差项的存在,可以自动地实现二者之间的长期均衡关系。

The correlative coefficients R could be 0.8867, with the Mean Absolute Error and the Mean Square Error being 15.07 and 377.4 respectively for the training set, while the predicting precision were 3.5% and 16.5% for the corroborant set.

同时,该网络能解决富营养化多影响因素之间的不确定性和非线性,模型的预测精度较高,对合理制定和实施西湖水质治理具有较高的实用价值。

Then , aiming at characteristic of MCG data , we design the object of error analysis and make concrete analysis by error theory . We draw the conclusions that MCG signals measured by SQUID include obvious random errors and no system errors and crassitude errors .

本文根据心磁信号的测量过程,分析了测量过程中可能产生的误差,针对心磁数据的特点设计了误差分析对象,应用误差理论进行分析计算,得出了通过SQUID测得的心磁信号包含明显的随机误差,无根据怀疑存在系统误差和粗大误差的结论。

An isolated point s statistic excluding method is proposed in this paper to eliminate crassitude error in clouding data, which include plenty of oddity data. The method based on the distance between two neighbour points can eliminate the data beyond normal distribution. A error limitation of angle and chordal highness method is used to filtrate clouding point.

针对大量含奇异点的数据点云,本文提出了剔除粗大误差的孤立点统计排异法,该方法根据对相邻点距离的统计,剔除在正态分布以外的点;对大量数据的精减,利用角度和弦高的最大允许偏差法进行点云精减。

The coordinate transformation and numerical integration was executed on the discretized tetrahedral elements based on which the 3-D MT vector-finite element method was implemented. A whole computation framework for 3-D vector-finite element method with unstructured mesh was given. Based on this some typical models were tested which has demonstrated that our algorithm could distinctively avoid problems caused by the fake solution and both the accuracy and efficiency were enhanced which made our algorithm has a bright future for further application.3. According to theory of Sobolev vector space and the discretization of Helmholtz space, the error estimate which was suitable for 3-D MT vector-finite element modeling was deduced by which the procedure of adaptive technique was guaranteed.4. Based on the fully unstructured tetrahedralization and optical strategy, the 3-D magnetotelluric h-adaptive vector-finite element method was presented through combining the error estimate. With this work, the accuracy and creditableness for 3-D MT complicatedly modeling was guaranteed.5. The 3-D magnetotelluric h-adaptive vector-finite element algorithm with unstructured mesh was implemented.

针对非结构化的四面体单元,采用坐标变换和数值积分方法,实现了MT三维矢量有限单元分析,建立起基于非结构化网格的三维MT矢量有限元计算流程,并对典型模型和国际标准电磁模型进行了数值模拟,结果对比和分析表明,基于非结构化网格的三维MT矢量有限元不仅消除了节点型有限元的伪解,而且具有很高的计算精度和速度,有广阔的应用前景。3、根据Sobolev函数的向量空间和Hemlholtz空间的分解,推导出基于残差的三维大地电磁矢量有限元后验误差估计公式,为三维大地电磁自适应矢量有限元数值模拟的实现奠定了基础。4、在完全非结构化四面体单元剖分及优化基础上,结合三维大地电磁矢量有限元后验误差估计公式,提出了基于非结构化网格的三维大地电磁h-型自适应矢量有限元计算策略,保证了对复杂大地电磁模型数值计算的精度和可靠性。5、实现了基于非结构化网格的三维大地电磁h-型自适应矢量有限元计算流程,对典型模型和国际标准电磁模型进行了数值模拟。

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