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Pthread c++ 并行矩阵乘法 运行于linux操作系统 -Multi thread matrix multiplication in c++ with Pthread
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自己封装的矩阵运算的类，用C#编写，例如转置、求逆、求特征值、矩阵乘法等-Own package matrix operations class, written using C#, such as transposition, inversion, find eigenvalues, matrix multiplication, etc.
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并行编程，利用MPI实现向量与矩阵的乘法运算-Parallel programming using MPI to achieve vector and matrix multiplication
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matrix multiplication
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利用C++实现strassen矩阵乘法，即采用七次乘法的分治法。-The use of C++ realization of Strassen matrix multiplication, namely multiplication seven sub-rule method.
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this matrix multiplication in Openmp palatalization [Aiman]-this is matrix multiplication in Openmp palatalization [Aiman]
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一个简单的MPI矩阵相乘代码，由一个MASTER node分配第一个矩阵的各行到运算节点，然后收集结果-A simple MPI matrix multiplication program.
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编写一个程序完成矩阵的乘法运算，要求1. 输入矩阵的阶数n（假设矩阵是方阵，即行列相等）；
2. 输入矩阵的每个分量-Completion of the preparation of a matrix multiplication, 1. Enter the order of matrix n (assume that is a square matrix, that is, the ranks of the same) 2. Input matrix of each component
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矩阵乘法并行算法的MPI源程序，以文本文件形式输入输出-MPI parallel algorithm source code of Matrix multiplication,input and output in the form of txt files
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矩阵运算程序 matrix.h
基于TCL Matrix矩阵类，增加了一些使用的运算函数。具体看源程序。
功能分析：
本程序能完成矩阵的输入、输出。具有相同行数和列数的矩阵间的加法、减法、乘法、除法、求逆、求代数余子式、求伴随矩阵、求行列式值、求条件数等运算。符合矩阵乘法规则要求的矩阵间的乘法。方阵间的除法，方阵的求逆。矩阵的求转置矩阵等功能。
文件 TCL Matrix矩阵类.pdf 中介绍了其详细的使用方法。
-Matrix calculation program mat
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This project implements a matrix multiplication in block. This source code is implemented in Visual Basic.NET
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该程序为在一个并行计算矩阵乘法的程序，需要在LINUX中安装MPI函数包。大家可以学习一下，感受一下并行计算的原理-The program for the calculation of matrix multiplication in a parallel process, you need to install the MPI function LINUX package. We can learn about and experience the principle of parallel
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cannon的并行算法，使用MPI编写的，对矩阵乘法的一种运算方法-cannon of the parallel algorithm using MPI written as a matrix multiplication of the methods of calculation
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CUDA matrix multiplication
3 different optimization schemes are included
(loop unrolling, data prefetching, thread granularity)
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MPI matrix multiplication
with two versions
(one is broad cast method
and another one is systolic method)
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基于MPI得并行矩阵乘法 Cannon算法实现 该程序基于 Boost 和 MPI 实现了Cannon 算法实现对矩阵得并行求积。
-MPI-based parallel matrix multiplication may Cannon algorithm implementation of the program and the MPI-based Boost algorithm achieved Cannon was parallel to the matrix of quadratur
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matrix multiplication using mpi
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我大一时候的作业，实现了以下功能:
用16位8086汇编语言编写下列程序之一:
a) 两矩阵相加
b) 求Fibonacci数列
c) 输入一个正整数n, 输出1-n之间的所有素数
d) 矩阵相乘
e) 把一个十进制小数转换成IEEE754格式并输出的程序,
要求从键盘输入一个十进制小数,最后在在屏幕上输出IEEE754格式二进制码的序列.-When my freshman year of operations, realization of the fol
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The main purpose of the core is a color transform tasks such as CIE XYZ<->RGB, different RGB<->RGB and RGB<->YCbCr operations. The main part of color conversions from one to another color system concludes in 3x3 matrix multiplicatio
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基于C语言的，在共享内存的并行机上使用OpenMP并行环境实现矩阵乘法-C-based, shared memory parallelism using OpenMP on a parallel machine environment to achieve the matrix multiplication
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