Location:
Search - cannon.c
Search list
Description: 矩阵相乘并行算法实现,C语言开发,用mpi编程完成
Platform: |
Size: 1675 |
Author: kmart |
Hits:
Description: 并行算法的cannon算法实现。在smp环境下用c编写。
Platform: |
Size: 2908 |
Author: 322 |
Hits:
Description: 基于cannon算法的MPI环境的并行程序原代码 能够计算超大型矩阵相乘,本人的毕业设计 绝对经典-cannon algorithm based on the environment of MPI parallel programming code to calculate the original super matrix multiplication. I graduated from the absolute classic design
Platform: |
Size: 283648 |
Author: jiafanbing |
Hits:
Description: 矩阵相乘并行算法实现,C语言开发,用mpi编程完成-Parallel matrix multiplication algorithm, C language development, with the completion of mpi programming
Platform: |
Size: 1024 |
Author: kmart |
Hits:
Description: 并行算法的cannon算法实现。在smp环境下用c编写。-Parallel Algorithm algorithm cannon. Smp environment used in the preparation of c.
Platform: |
Size: 3072 |
Author: 322 |
Hits:
Description: MPI实现CANNON算法,通过设置不同的节点个数实现处理器书目的最佳配置-MPI achieve CANNON algorithm, by setting the number of different node processors to achieve the best allocation of bibliographic
Platform: |
Size: 325632 |
Author: 谷谷 |
Hits:
Description: Cannon Camera SDK in .NET [C#]
Platform: |
Size: 414720 |
Author: asita b |
Hits:
Description: cannon 并行程序
Matrix multiplication with the Cannon Algorithm:
The matrices A and B are stored in files. The file names have to be specified as parameter. The root
process reads the matrices and distributes the respective values to all processes, so that processor i, j
has the values ai,j and bi,j.-Matrix multiplication with the Cannon Algorithm:
The Cannon Algorithm for matrix multiplication was presented in the course “Parallel and Distributed
Algorithms “by Dr. Klauck.
Short description:
The matrices A and B are stored in files. The file names have to be specified as parameter. The root
process reads the matrices and distributes the respective values to all processes, so that processor i, j
has the values ai,j and bi,j. Matrix C = A · B should be calculated as follows:
1. step: Shift values so that processor i, j has values ai,(i+j)mod
√
p and b(i+j)mod
√
p,j.
2. step: ci,j = ai,j · bi,j
3. step: Shift values of matrix A left (i → i − 1) and values of matrix B up (j → j − 1).
Platform: |
Size: 2048 |
Author: 刘铭 |
Hits:
Description: Cannon算法的C++程序MPI实现,实现矩阵的相乘。-MPI implementation of Cannon algorithm(in C++)
Platform: |
Size: 79872 |
Author: Andrew |
Hits:
Description: 并行算法,矩阵相乘,MPI。
cannon.c-MPI,MUTPLAY
cannon.c
Platform: |
Size: 3072 |
Author: lbo |
Hits:
Description: 佳能矩阵相乘算法,利用了openmp与C++技术-Canon matrix multiplication algorithm, use openmp and C++ technology
Platform: |
Size: 1024 |
Author: 施俊 |
Hits:
Description: c很经典的小程序, 能让你把课堂知识应用-some small cannon c source code, they are very useful
Platform: |
Size: 172032 |
Author: yezi |
Hits:
Description: 并行计算中的cannon算法描述,采用C & openMPI库来执行算法,在矩阵大小100内效果显著-Cannon in the parallel computing algorithm description, the use of C & openMPI library to perform algorithm, matrix size 100 results are obvious within
Platform: |
Size: 3072 |
Author: pottermarkken |
Hits:
Description: 实现了矩阵乘法的cannon算法。用MPI编程,在并行环境中可运行-Cannon implements matrix multiplication algorithm. Programming with MPI, can run in parallel environment
Platform: |
Size: 1024 |
Author: 李光瑞 |
Hits:
Description: mpi code to implement cannon s algorithm
Platform: |
Size: 3072 |
Author: read1 |
Hits:
Description: cannon 采用MPI c++ 并行算法 cannon 采用MPI c++ 并行算法-cannon c++ MPI cannon c++ MPI cannon c++ MPI
Platform: |
Size: 51200 |
Author: alionxd |
Hits:
Description: Cannon algorithm in c++ mpi matrixmultiplication
Platform: |
Size: 1024 |
Author: hyrmete |
Hits:
Description: 在MPI 环境下实现的 关于cannon的矩阵乘法算法。-The MPI environment cannon matrix multiplication algorithm.
Platform: |
Size: 2048 |
Author: milk |
Hits:
Description: 佳能矩阵相乘算法,利用了openmp与C++技术-Canon matrix multiplication algorithm, use openmp and C++ technology
Platform: |
Size: 1024 |
Author: GPS设备 |
Hits:
Description: 佳能 EOS系列的开发包,其中包括C++,C#和VB的例程,开发佳能EOS系列相机必备(Canon EOS series of development kits, including C++, C# and VB routines, the development of Canon EOS series camera essential)
Platform: |
Size: 25400320 |
Author: Smooth777
|
Hits: