当前位置：
首页 资源下载
搜索资源 - block matrix multiplication
搜索资源列表
-
0下载：
小弟初学者，简单数据结构：
包括单链表逆置，对陈矩阵相乘，分解单链表，分块查找，交换左右自述，模式匹配，二叉排序树、删除子串，冒泡排序等-younger beginners, a simple data structure : single-chain including inverse home, Chen matrix multiplication, single-chain decomposition. Search Block, exchange around the readme,
-
-
0下载：
MIMO系统的典型zf均衡器的算法C＋＋实现。brief ZF Equalizer, i.e. Matrix inversion and multiplication
block, i.e. the solution of a linear equation system.
-
-
3下载：
介绍行列划分算法和矩阵相乘并行算法M P I 程序, 给出基于矩阵相乘并行算法的M P I 实现, 分析和讨
论处理器数目、复杂性、矩阵划分、B 子块传递、死锁避免和矩阵数据的获取等问题.-Introduction into the ranks of the matrix multiplication algorithm and parallel algorithm for MPI procedures, give parallel algorithm based on matrix mul
-
-
0下载：
This project implements a matrix multiplication in block. This source code is implemented in Visual Basic.NET
-
-
0下载：
MPI program to compute Matrix and Vector Multiplication using block checkerboard partitioning
-
-
0下载：
Data Encryption by Matrix Multiplication
We will only use numbers 0 to 26 for the encryptive mathematics operation. Numbers from 1 to 26 are for letters from A to Z and 0 is for all non-letter characters. To minimize usage of numbers, all letters
-
-
0下载：
MPI实现的矩阵分块乘法（cannon算法），供大家学习参考。-MPI implementation of block matrix multiplication (cannon algorithm), for everyone to learn.
-
-
0下载：
用cuda写的矩阵相乘，包含分块和共享内存的核函数，请大家参照-Written by cuda matrix multiplication, and shared memory block containing the kernel function, please reference
-
-
0下载：
Program implements block multiplication of matrix: symmetric matrix ^ 2.
-
-
0下载：
通过按行或按列分块计算向量与矩阵乘法，通过增加进程提高运算效率。-By rows or columns block calculate vector matrix multiplication, improve operational efficiency through increased process.
-
-
0下载：
In this paper, the problem of estimation
of fast time-varying radio channels is considered. A
new algorithm, Iterative Channel Estimation is
presented. This algorithm is designed for radio
channel estimation in multiple-input multipleoutput
-
-
0下载：
原始矩阵乘法（ijk），kji，基于矩阵转置后的矩阵乘法，基于block 的矩阵乘法-Original matrix multiplication (ijk), kji, based on matrix multiplication matrix transpose later, based on the matrix multiplication block
-
