资源列表

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[并行运算ahmad

说明:send and reseve from data from master
<ibrahimnaiv> 在 2024-09-28 上传 | 大小:1024 | 下载:0

[并行运算2nd

说明:send and reseve from master
<ibrahimnaiv> 在 2024-09-28 上传 | 大小:1024 | 下载:0

[并行运算3rd

说明:send and reseve from master
<ibrahimnaiv> 在 2024-09-28 上传 | 大小:1024 | 下载:0

[并行运算4-2

说明:send and reseve from master and generate child
<ibrahimnaiv> 在 2024-09-28 上传 | 大小:2048 | 下载:0

[并行运算mpi

说明:send and reseve from master
<ibrahimnaiv> 在 2024-09-28 上传 | 大小:1024 | 下载:0

[并行运算image

说明:并行计算程序 Descr iption: This program blurs an image file in a parallelized computation The root process reads the file and distributes a part of the image file to other processes. Each process makes the filter oper
<刘铭> 在 2024-09-28 上传 | 大小:2048 | 下载:0

[并行运算trapezoidal

说明:并行计算trapezoidal rule Write an MPI program for numerical integration based on the trapezoidal rule. For communication, use the functions MPI_Send() and MPI_Recv() that were described in the lecture. The number of
<刘铭> 在 2024-09-28 上传 | 大小:1024 | 下载:0

[并行运算jacobi

说明:Write an MPI program that solves a set of linear equations Ax = b with the 并行计算 Jacobi method. The root process reads the matrix A and the vector b from files. The file names have to be specified by the user
<刘铭> 在 2024-09-28 上传 | 大小:2048 | 下载:0

[并行运算canon2

说明:主要还是让A(i,j) B(i,j)进行移动A(i,i+j),B(i+j,j),然后进能直接相乘。具体的内容可以看并行算法导论,-Matrix multiplication with the Cannon Algorithm: The Cannon Algorithm for matrix multiplication was presented in the course “Parallel and Distributed A
<刘铭> 在 2024-09-28 上传 | 大小:2048 | 下载:0

[并行运算NVIDIA_CUDA_1

说明:cuda资料,对于并行编程很有帮助!该资料描述了cuda的基本信息,以及重要的步骤,让您逐渐上手,轻松掌握cuda并行编程。-cuda information useful for parallel programming! The information describes the cuda s basic information, as well as an important step, so that gradually you
<wuhaoqiang> 在 2024-09-28 上传 | 大小:7119872 | 下载:0

[并行运算yahoo-hadoop-54428cc8dd437b4de9efe070e777023ec171a

说明:这是yahoo公布的hadoop源码 hadoop是有apache开发的用于并行计算-It is published hadoop source yahoo
<zhangqiang> 在 2024-09-28 上传 | 大小:18038784 | 下载:0

[并行运算vehicle

说明:在处理多参数变量不确定情况下时非常好用,可以任意改变参数的大小以达到最好的处理方式-Multi-parameter variables in dealing with the case when uncertainty is very easy to use, you can change the parameters of any size to achieve the best approach
<peter> 在 2024-09-28 上传 | 大小:7168 | 下载:0
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