1) principal components regression
主元递归
2) principal component regression analysis
主元递归分析法
3) pivot
主元
1.
First,the main procedures and the distinctive features of the most-obtuse-angle(MOA)row or column pivot rules are introduced for achieving primal or dual feasibility in linear programming.
首先回顾了采用最钝角行、列主元规则求解线性规画问题的原始、对偶可行解的主要过程,阐述了其与众不同的特性。
2.
Second, all the eigenvectors of each eigenvalue which are more ideal for the purpose of accurate scientific computation are obtained by using the thought of combining of the pivote with the method of minimum squa.
其次运用选主元与最小二乘法相结合的思想,获得了实际运用中较为理想的每个特征根所对应的全部特征向量。
4) principal component
主元
1.
The dynamic behavior of a long span cable-stayed bridge(north bridge of Runyang Yangtse River Bridge) is calculated, the frequency response function(FRF) is compressed using principal component analysis(PCA),and the FRF is then reconstructed based on a few,principal components.
针对润扬长江大桥北汊斜拉桥进行动力分析,采用主元分析对其频响函数进行了有效降维,并根据降维后的主元重构了结构频响。
5) main element
主元
1.
This paper presents a new method which determines the start feasible basic by means of finding main element in according to theory of linear algebra.
根据线性代数的理论,通过寻找主元末初始可行基。
6) principal component analysis
主元分析
1.
Application of improved principal component analysis method to mould process monitoring in continuous casting;
改进的主元分析法在连铸结晶器过程监测中的应用
2.
The application of principal component analysis on sEMG signals analysis during slips;
主元分析在研究滑倒时肌电信号中的应用
3.
A method for truss structural damage detection based on principal component analysis;
基于主元分析的网架结构损伤识别方法
参考词条
补充资料:送曾主簿归楚州省觐,予亦明日归姑孰
【诗文】:
帆转清淮极鸟飞,落帆应换老莱衣。
河亭未醉先惆怅,明日还从此路归。
【注释】:
【出处】:
全唐诗:卷538-8
帆转清淮极鸟飞,落帆应换老莱衣。
河亭未醉先惆怅,明日还从此路归。
【注释】:
【出处】:
全唐诗:卷538-8
说明:补充资料仅用于学习参考,请勿用于其它任何用途。