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In this paper, is presented a separation coefficient method, a modified one for correlating least squares.

本文提出一种对&相关——最小二乘法&的改进算法——分离系数法。

Alternatively, the test power may be reduced if we analyze these variables one by one, and the results are also difficult to explain, moreover, it is difficult to compare these results with that from the analysis on the dichotomized variable.

针对这些问题,本文提出了以广义最小二乘法原理处理同胞对数据间的相关性,以多元响应回归的方法处理多个性状数据间的相关性的多元性状同胞对连锁分析方法。

Chapter six enunciates the design for separate modules of the data processing system. Phases straight lines model and not straight lines model based on BP are used to correct the physical parameters and eliminate deflection. The least-square is used to calculate the efficiency of generators.

在物理量校准中利用分段直线回归和基于神经网络的非线性回归,对模拟量进行了非线性在线校正来消除误差;在发电机效率计算中利用最小二乘法实现了发电机效率回归。

By using least square approximation and non-linear functional minimization, the data points of plane could be faired approximately.

利用最小二乘法和非线性泛函的极小值优化计算,对平面数据点进行光顺逼近,达到光顺的目的。

By using the technique of least square approximation and non-linear functional minimization,the data points of plane can be faired approximately.

通过最小二乘法和非线性泛函的极小值优化计算,对平面数据点进行光顺逼近,达到了光顺的目的。

Moreover in carrier phase difference localization application, this paper introduces the basic principles of both the integer least square method and the LAMBDA method for resolving the integer ambiguity solution. Through a short baseline example and compared with the unlimited least square method, the results show that, LAMBDA method considers the ambiguity's integer characteristic and also decorrelates ambiguity's covariance, so it meliorates the covariance field of ambiguity, avoid the covariance's discontinuity.

另外在载波相位差分定位的应用中则详细讨论研究了整周模糊度解算中的基于整数最小二乘法及其降相关平差方法解算原理,通过一个短基线的实例计算分析其定位效果表明:较于未加限制的最小二乘搜索算法,LAMBDA方法能使相应的定位精度明显提高,具有较高的应用价值。

First, it omits the range/probability table in favor of a multiplication.

首先,它忽略了范围/概率表而采用了乘法

First, it omits the range/probability table in favor of a multiplication.

首先,它忽略了范围/概率表而接纳了乘法

In terms of storage space and computational complexity, this algorithm overmatches the method of Dubowsky's EDM and that of Yoshida's calculating minimum of torque in a least squares sense.

该算法无论在存储空间还是在计算复杂性方面都优于Dubowsky的EDM方法和Yoshida的基于最小二乘法求极小值的协调规划方法。

When given a problem requiting multiplication or division , the computer solves it by adding or .

当给计算机一道要求用乘法或除法求解的题时,它能用加法或减法解出。

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