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基于RMI分布计算实例(实现两个矩阵相乘)-RMI based distributed computing Example (2 matrix multiplication achieve)
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这是一个用C实现矩阵相乘-This is the realization of a C matrix multiplication
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矩阵乘法的计算程序-matrix multiplication calculation procedures
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矩阵相乘的快速算法-rapid matrix multiplication algorithm
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算法源码集合：有hash表、笛卡尔集、哈弗曼树、矩阵乘法、快速排序-algorithm source code pool : hash tables, Descartes sets, Hafuman tree, matrix multiplication, fast scheduling, etc.
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用java实现浮点数加减乘除四则混合运算，矩阵加法，减法，与数乘，与数除，两个矩阵相乘，转置，逆阵，产生单位阵，操作数与变量的转换，操作数取反，栈的一些基本操作。-achieve float with the arithmetic four mixed computing, matrix addition, subtraction, multiplication, with the exception of a few, two matrix multiplication, to home, a
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An example of thread matrix multiplication
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编写一个程序，实现两个矩阵相乘
需要第一个矩阵的列数与第二个矩阵的行数相同，结果是一个矩阵，且其行数与第一个矩阵的行数相同，与第二个矩阵的列数相同，结果矩阵中第i行/第j列的元素等于第一个矩阵的第i行的各元素与第二个矩阵第j列的各元素对应相乘之和。
-Write a program to multiply two matrices needed to achieve the first columns of a matrix of rows and the second the s
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用netbean编写的矩阵乘法和计算多个圆环面积之和-Netbean prepared using matrix multiplication and calculation of area and number of rings
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matrix addition & multiplication program using PHP
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this file contains source code in jave which does matrix multiplication
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用C/S结构求解矩阵乘法问题。使用一个客户和几个服务器求解大型的矩阵乘法问题。-With the C/S structure of matrix multiplication to solve the problem. The use of a client and several servers for solving large matrix multiplication problem.
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用傅里叶变换求矩阵乘积的完整实现java代码，原创~-Fourier transform matrix multiplication java code to achieve the complete, original ~
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重写方法 矩阵相加 矩阵相乘 矩阵转置-Sum of matrix multiplication, matrix rewriting method matrix transpose
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Parallel Matrix multiplication using JOMP
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java program for matrix multiplication
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给定n个矩阵{nAAA ,2,1}，其中iA和1 iA是可乘的，i=1,2,…,n-1。考察这n个矩阵的连乘积nAAA ,2,1。由于矩阵乘法具有结合律，故计算矩阵的连乘积可以有许多不同的计算次序。这种计算次序可以用加括号的方式来确定。-Given n matrices {nAAA , 2,1}, and 1 iA iA which is multiplicative, i = 1,2, ..., n-1. Examin
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JAVA实现两个3阶矩阵的乘法，带图形界面(JAVA implementation of the two order 3 matrix multiplication, with graphical interface)
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矩阵的相加，矩阵的乘法，以及实现矩阵的转置功能(Matrix addition, matrix multiplication, and the realization of the matrix transpose function)
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矩阵乘法计算量估算：输入多行，先输入要计算乘法的矩阵个数n，每个矩阵的行数，列数，总共2n的数，最后输入要计算的法则，输出需要进行的乘法次数(Matrix multiplication estimation: multi line input, input matrix to calculate the number of N matrix multiplication, each row number, column number, the total number of 2n, the la
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