1) special matrix product
特殊矩阵乘积
1.
The technique of special matrix products are used for decoupling calculations during the solving of the derived coupling nonlinear set of equations, thereby the workload of the iterative computations by Newton-Raphson method afterwards are greatly reduced.
在求解所导出的耦合的非线性方程组时，采用了特殊矩阵乘积技术进行解耦计算，从而使得随后的牛顿-拉弗森法迭代计算量大大减少。
2) special matrix
特殊矩阵
1.
In this paper, we give some notes of AA*=A*A= (detA)E which is a basic formula in studying matrix in proving solution of linearized equations, special matrix and so on through examples.
文章通过示例对矩阵公式AA*=A*A=(detA)E在求解线性方程组和特殊矩阵等方面的应用给出了几点注记。
2.
The special matrix refers to the matrix whose elements are special in the numerical value or in the property.
特殊矩阵是指矩阵元素在数值或其具有的性质上有特性的矩阵。
3) special matrices
特殊矩阵
1.
Finally, using another identity of 2Φ 0 , the numbers of some special matrices over F q are also obtained.
本文由有限域上交错矩阵方程ＸＫ２υＸ′＝０的解数公式得到ｑ超几何级数２Φ０的一个基本恒等式，并且用它能直接把一些特殊矩阵的这类方程的解数由函数２Φ０表出。
2.
The existence of solution for the linear complementarity problem is related with special matrices.
线性互补问题解的存在性,唯一性和各种实用算法都与特殊矩阵密切相关。
5) matrix multiplication
矩阵乘积
1.
Optimze algorithm of matrix multiplication based on AltiVec technology;
基于AltiVec技术的矩阵乘积优化算法
2.
Improved algorithm of matrix multiplication based on memory;
基于存储的矩阵乘积优化算法
6) product of matrices
矩阵乘积
1.
Relationship and properties on the product of matrices AB and BA;
矩阵乘积AB与BA的关系及性质
补充资料：乘积
1.两个或两个以上的数相乘所得的数。简称积。
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