1) Norming
规范正规
2) unitary gauge
幺正规范
1.
An exact calculation of the d|-sg vertex was made in the unitary gauge by Chia et al.
Chia等人在幺正规范下计算了(?)sg顶角，并且通过Ward-Takahashi等式对顶角进行重整化，得到有限的、规范独立的基本函数E_0(x_t)和E′_0(x_t)。
3) orthonormal basis
规范正交基
1.
The orthonormal basis obtained from a matrix by elementary column transformation;
用初等变换法求规范正交基
2.
The paper systemically studies the character of the matrix ATA and applies these characters to put forward a kind of new method for solving orthonormal basis, i.
通过系统研究乘积矩阵ATA的性质,然后运用这些性质提出了求规范正交基的一种新方法——消法初等列变换方法,还给出了编写正定矩阵例题的技巧以及判定一组向量线性相关的方法。
4) orthogonal basis
规范正交基
1.
The real symmetric matrix, the diagonal matrix and the orthogonal basis of n-dimensional Euclidean space are studied.
研究实对称矩阵、对角矩阵以及欧氏空间的规范正交基。
2.
Antixle has discussed agyclication that elementary transfocation at leg for geratest common divisoc of jcoly nomial and normativenessorthogonal basis of vectoc sjrace.
文章讨论了初等变换在求多项式的最大公因式和求向量的空间的规范正交基上的应
5) informal regulation
非正式规范
1.
Except for acceptance,the other three aspects will cause tense relations with official laws and make the informal regulations tend to be sub-standardized.
通过中国特征性的关系社会所构建的民间法规范,对待国家法律时主要表现为接纳、渗透、规避与对抗四个方面,其中渗透、规避和对抗态度将导致与正式法律的关系紧张,并使非正式规范的走向潜规范化,因此,有必要对这些规范进行适当的引导和调控。
6) justice of norm
规范的公正
1.
As the outstanding thinkers of ancient Greece,both Plato and Aristotle realized that there were two kinds of basic justice,namely justice of virtue and justice of norm.
作为古希腊两位杰出的思想家,柏拉图与亚里士多德都意识到了公正存在的两种基本形式———德性的公正与规范的公正。
补充资料：幺正变换
见表象理论。
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