1) standard λ-matrix
规范λ一矩阵
2) normal matrix
规范矩阵
1.
In this paper,based on the search for Relations between the positive definite matrix and the normal matrix,some new conditions of equivalence and properties for the positive definite matrix are given.
作者在探讨正定矩阵与规范矩阵之间的关系的基础上,给出了实矩阵正定的一些新的等价条件与一系列性质。
2.
In this paper,definition of J-normal matrix is given,then the nature and the determi- nation of the J-normal matrix are discussed.
给出了J-规范矩阵的定义,讨论了J-规范矩阵的一些基本性质和若干判定条件。
3.
This paper deals with the analysis of relationship between normal matrix and positively stable matrix,some conclusions are drawn.
研究规范矩阵与正稳定矩阵之间的联系,获得一些新的结论。
3) J-normal matrix
J-规范矩阵
1.
In this paper,definition of J-normal matrix is given,then the nature and the determi- nation of the J-normal matrix are discussed.
给出了J-规范矩阵的定义,讨论了J-规范矩阵的一些基本性质和若干判定条件。
4) standard matrix
规范化矩阵
1.
Considering the influence of different matrix-standard ways to weight coefficients,the article puts forward the idea that the weight coefficients can be obtained based on different standard matrixes,and a new fuzzy optimization algorithm to determine weight coefficients is constituted.
现有多属性决策方法大多不能反映不同决策矩阵规范化方法对指标权重计算的影响,针对这一问题,本文提出了基于不同规范化矩阵确定指标权重的思想,进而推导了一种以全部方案总体效能最小为目标的指标权重模糊优化迭代算法。
5) λ-matrix
λ-矩阵
1.
A New Solution to the Inverse Matrix of λ-matrix;
关于λ-矩阵的逆矩阵的一种新求法
2.
The paper gives a definition of generalized inverse matrix,and uses elementary transformation of λ-matrix for the unified method of solving its inverse and generalized inverse.
给出了λ-矩阵的广义逆矩阵的定义,并利用λ-矩阵的初等变换得到求其逆矩阵及其广义逆矩阵的统一方法。
3.
This paper introduced a method of constructing partitioned matrices to find the solution of matrix equation and the inverse matrix of λ-matrix by means of elementary transformation of partitioned matrices.
构造分块矩阵,并用分块矩阵的初等变换法求解矩阵方程和λ-矩阵的逆矩阵。
6) λ-matrix
λ矩阵
补充资料：spectral radiant intensity(Iλ)
分子式：
CAS号：
性质：波长为λ时，单位波长范围内的辐照强度(I)。其SI制单位为W/(m·s)，常用单位为W/(nm·s)。
CAS号：
性质：波长为λ时，单位波长范围内的辐照强度(I)。其SI制单位为W/(m·s)，常用单位为W/(nm·s)。
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