(2)-逆,(2)-inverse
1)(2)-inverse(2)-逆
2)2-inverse2-逆
3)(2)-Generalized inverse(2)-广义逆
4)(T,S,2)-inverse(T,S,2)-逆
1.Reverse order law for the (T,S,2)-inverse of arbitrary many matrices right semi-tensor product任意多个矩阵右半张量积的(T,S,2)-逆的反序律
2.By using ranks of matrices,we study the reverse order law for the(T,S,2)-inverse of a triple matrix right semi-tensor product and present each of the prerequisites for the formation of this semi-tensor product.以矩阵的秩为工具,研究了三矩阵右半张量积的(T,S,2)-逆的反序律,给出了三矩阵右半张量积成立的几个充要条件,对于完善矩阵广义逆理论和促进矩阵代数的理论发展有很大的理论价值。
英文短句/例句

1.Reverse Order Law for the(T,S,2)-Inverse of Triple Matrix Semi-tensor Product三矩阵右半张量积的(T,S,2)-逆的反序律
2.Reverse order law for the (T,S,2)-inverse of arbitrary many matrices right semi-tensor product任意多个矩阵右半张量积的(T,S,2)-逆的反序律
3.A Representation and Computation of Generalized Inverse A_(T,S)~((2)) of a Matrix Based on Its Submatrices;广义逆A_(T,S)~((2))的子阵表示及其计算
4.The Characterization and Representation for the Generalized Inverse A_(T,S)~((2)) Over Banach SpaceBanach空间上算子广义逆A_(T,S)~((2))的刻画与表示
5.Integral Representation of the Generalized Inverse A_(T,S)~((2)) of Hilbert Space Linear OperatorsHilbert空间上线性算子广义逆A_(T,S)~((2))的积分表示
6.Anti-sociable numbers with the form 2~sp~(2t)(s,t∈Z~+,s>1)形如2~sp~(2t)(s,t∈Z~+,s>1)的数是孤立数
7.General perturbation and normwise perturbation of the generalized inverse A_T~(2),S广义逆A_T~(2),S的一般扰动和范数扰动
8.Listen for S, T, U and V听一听S, T, u和V
9.Some Questions Concerning the Pattern “S+T+Mei (you)+V+(O)+ Le”;谈“S+T+没(有)+V+(O)+了”句式
10.Uncover the Secret of "a=1.37m/s~2";揭开“a=1.37m/s~2”之谜
11.The Computer Optimizing Simulation of (t,s,S) Inventory System;(t,s,S)库存系统的计算机优化仿真
12.Chromatic Uniqueness of T(1,1,t+1,t,1) and T(1,1,t+2,t,1)T(1,1,t+1,t,1)和T(1,1,t+2,t,1)的补图的色唯一性
13.Pseudofree Z/3-Actions on K3(?)K3 and K3(?)S~2×S~2;K3(?)K3及K3(?)S~2×S~2上的伪自由Z_3作用
14.On spin alternating group actions on homotopy S~2×S~2;交错群A_4在同伦S~2×S~2上的作用
15.It is spelled w-r-i-g-h-t-l-i-g-h-t-s-c-r-e-e-n-s.它的拼写方法是:w-r-i-g-h-t-l-i-g-h-t-s-c-r-e-e-n-s。
16.The speed formula is v=s/t, where v stands for the speed, s the distance and t the time .求速度公式是v=s/t,式中v代表速度,s代表距离,t代表时间。
17.Chen-Ruan Cohomology Rings of T~6/Z_4 and T~6/(Z_2)~2;T~6/Z_4 和T~6/(Z_2)~2的Chen-Ruan上同调环
18.Discussion on Fe~(3+) and S~(2-) Reaction;Fe~(3+)与S~(2-)反应的研究
相关短句/例句

2-inverse2-逆
3)(2)-Generalized inverse(2)-广义逆
4)(T,S,2)-inverse(T,S,2)-逆
1.Reverse order law for the (T,S,2)-inverse of arbitrary many matrices right semi-tensor product任意多个矩阵右半张量积的(T,S,2)-逆的反序律
2.By using ranks of matrices,we study the reverse order law for the(T,S,2)-inverse of a triple matrix right semi-tensor product and present each of the prerequisites for the formation of this semi-tensor product.以矩阵的秩为工具,研究了三矩阵右半张量积的(T,S,2)-逆的反序律,给出了三矩阵右半张量积成立的几个充要条件,对于完善矩阵广义逆理论和促进矩阵代数的理论发展有很大的理论价值。
5)S(2)S(2)广义逆
6)generalized inverse A (2) T广义逆A(2)T
延伸阅读

Radon变换和逆Radon变换Radon变换和逆Radon变换 X线物理学术语。CT重建图像成像的主要理论依据之一。1917年澳大利亚数学家Radon首先论证了通过物体某一平面的投影重建物体该平面两维空间分布的公式。他的公式要求获得沿该平面所有可能的直线的全部投影(无限集合)。所获得的投影集称为Radon变换。由Radon变换进行重建图像的操作则称为逆Radon变换。Radon变换和逆Radon变换对CT成像的意义在于,它从数学原理上证实了通过物体某一断层层面“沿直线衰减分布的投影”重建该层面单位体积,即体素的线性衰减系数两维空间分布的可能性。