本文分析了产生这一现象的原因，并提出了用校正矩阵法可以成功地补偿有效数字的损失。
In this paper, the causes producing the above mentioned phenomena are analysed and a correction matrix method is presented in order to compensate for the loss of significant figures.
然后，利用多视点图像公共点白勺匹配关系，选取唯一基准视点图像平面计算各视点校正矩阵。
Then the algorithm makes use of the relationship between the matched points, selects the unique standard image plane to calculate the rectification transformation matrix of each view images.
首先，该校正方法将含有误差的系统响应作为先验信息构造校正矩阵，并校正得到初步的反演图像；
Then, the array factor of ASMRs estimated from the prior information is introduced to the CLEAN algorithm and used to calibrate the remained errors in the primary image.
采用数字寻优方法确定观测器校正矩阵参数，从而实现了活性污泥过程重要状态变量的精确在线估计。
Therefore, the accurate estimation of important state variables has been implement on-line for the activated sludge processes.
提出了一种改进自校正动态矩阵控制算法。
An improvement self tuning dynamic matrix control algorithm is proposed in this paper.
探讨在利用对应直线进行摄像机外部参数校正的过程中，如何快速简便地确定齐次方程组系数矩阵秩的问题。
In camera calibration with line correspondences, it is important to determine the rank of the coefficient matrix of the equation system in a quick and efficient way.
实验结果表明该方法可以高精度、有效地获得投影光刻机像质校正灵敏矩阵。
Experiment results show that the image quality correction sensitive matrix can be obtained in situ by this method with a high accuracy.
其中预测及校正方程均采用特殊的矩阵降阶技术求解，所需求解的方程组维数只相当于原来的一半。
All equations in prediction and correction step can be solved using matrix reduction technique, which significantly reduces the dimension to half of the original.
为此，提出了一种新的匹配判决算法——基于匹配度量矩阵扰动校正的多对一匹配判决算法。
To solve this problem, a new algorithm namely many-to-one matching decision algorithm based on correction of perturbation for matching measure matrix is proposed.
文中基于准三维模型对惯导系统误差校正的思想，利用摄像机成像系统和捷联惯导系统（SINS）相结合的方法，着重对量测矩阵进行推导。
Based on the INS error correction by quasi-three dimensional model, the method of the combination of camera imaging system with SINS to deduce the measurement matrix was utilized.
特有钢板校正功能、图型旋转、比例、镜像、矩阵排列、空走、选行及选号等日常操作中的实用功能。
Specially have steel board adjustment function, graphic scale, rotate, mirror image, matrix permutation, idling, select line or line number, etc, Which will frequently be used in daily work.
算法中只需输入基础矩阵，不必预先进行任何类型的投影阵分解或投影束校正。
The input of the algorithm is a set of fundamental matrices, and it is not necessary to perform any projective factorization or projective bundle adjustment.
建立了微波衍生化gc - MS测定食用植物油中的脂肪酸含量，并采用校正变换矩阵法对食用植物油的成分进行测定的方法。
A microwave-assisted derivatization and GC-MS method coupled with calibration transformation matrix was developed for determination of fatty acid in edible oils.
近似同步法还提供了一个用基于系统辨识的矩阵反演定理导出的误差校正公式，它能消除近似同步采样造成的原始误差。
ASM also provides an error correction formula deduced from matrix inversion theorem to clear up the error originated from approximate synchronous sampling.
然后在动静校正后的CMP道集内，采用简捷的算法来估算信号的振幅成分和噪音的协方差矩阵；
Then, the signal amplitudes and noise covariance matrices are estimated by using an algorithm in CMP gather after static and normal moveout.
像质校正灵敏矩阵是像质校正算法中由像质参数计算像质校正参数的过渡矩阵。
Image quality correction sensitive matrix is a transfer matrix, by which the image quality correction parameters can be calculated from the image quality parameters.
本文将集中讨论局部收敛性，特别是证明了在使用DFP或PSB等矩阵校正公式时，修正后的方法在一定的条件下是超线性收敛的。
Particularly, it is proved that if DFP or PSB matrix updating formulae are used, then our method will be convergent superlinearly under some conditions.
矩阵分解的校正技术是数值线性代数中最有效的工具之一。
The matrix factorization and its modification is one of the most effective techniques in numerical linear algebra.
本文采用的方法主要有：多元线性回归（MLR）、K矩阵法、P矩阵法等多元校正法。
The chemometrics methods dealt with in this article are multiple linear regression (MLR), K metric method (K) and P metric method (P).
该算法简化了投影系数矩阵的计算，调整了迭代算法逐线校正的迭代顺序。
This method proposes simplified computation of projection matrix and effectively adjusts the successive line iterative sequences.
该算法简化了投影系数矩阵的计算，调整了迭代算法逐线校正的迭代顺序。
This method proposes simplified computation of projection matrix and effectively adjusts the successive line iterative sequences.
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