1) autocofactor matrix
自协因数
2) association factor
协因数
1.
While the covariance and association factor are closely linked,this article focuses on concise calculation of the unity of the variable and inverse methods of association factor.
而方差和协因数有紧密联系,该文着重讨论协因数的统一变量简明计算及协因数的求逆方法。
3) coordinated factor matrix
协因数阵
1.
Based on the measurement accuracy of the adjustment process for the coordinated factor matrix,a simple algorithm for the solution has been found.
本文从测量平差精度评定的求解协因数阵的过程中,寻找了一种有关协因数阵的简便算法,此算法的特点在于从已知的解法中,提炼出一种便于理解和记忆的方法,从经典的平差解答中找出规律,从而避免了去死记硬背复杂的结论。
4) co-factor matrix
协因数矩阵
1.
The co-factor matrix Q is derived firstly, then proves that Q is just the Kaley inverse N -1 of N in the case of rank-full, which is Moore-Penrose inverse N + of N in the case of rank-defect.
导出了谱修正迭代结果的协因数矩阵Q^X^X ,证明了当法方程系数矩阵N满秩且呈良态时 ,Q^X^X 就是N的凯利逆N- 1 ;当N秩亏时 ,Q^X^X 就是N的Moore Penrose逆N+ 。
5) spinning factor
自旋因数
补充资料：自调自净自度
【自调自净自度】
（术语）同自调项。
（术语）同自调项。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条