matrix multiplication

基本解释

The following matrix multiplication will perform the pair of transformations in the order listed.
下列矩阵乘法将会依照列出来的顺序执行成对的转换。
The matrix multiplication is done in the order SRT, where S, R, and T are the matrices for scale, rotate, and translate, respectively.
矩阵是按照 SRT 顺序进行相乘的，其中 S、R 和 T 分别表示缩放、旋转和平移的矩阵。
In this paper, the multipliers of final products in every department were calculated with the theory of input output and matrix multiplication, and their applications were also explained.
应用投入产出理论及矩阵乘法计算各部门最终产品的乘数，并说明其应用方法。

矩阵乘法
Matrix multiplication is a basic operation in scientific computing. Efficient implementation of matrix multiplication can speed up many applications.
矩阵乘法是科学计算中最基本的操作,高效实现矩阵乘法可以加速许多应用。
矩阵乘积
It also discusses system infrastructure and implementation with a simple example of matrix multiplication and finally gives a conclusion for it.
描述了该方案总体框架，简要介绍了利用该方案实现计算矩阵乘积的例子，最后作了分析与总结。
电子、通信与自动控制技术
矩阵乘法
Encoder is made by four function modules: input cache unit, generate matrix storage unit, matrix multiplication unit and output cache unit.
按照功能,该编码器分成输入缓存单元,生成矩阵存储单元,矩阵乘法运算单元以及输出缓存单元四个主要组成部分。
矩阵相乘