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Description: strassen算法的扩展，可以计算任何偶数阶矩阵的相乘，一般strassen只能计算2的n次方阶（自己编写，英文注释~）-Strassen expansion algorithm can even order any calculation of matrix multiplication, general Strassen only two terms of the n-th-order (to prepare themselves, English Notes ~)
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Size: 45637 |
Author: 建麟 |
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Description: 传统方法与Strassen算法相结合的矩阵相乘算法，可以求出任意两个偶数阶矩阵的乘积！本代码简单,精简，非常好！非常巧妙！没用到什么复杂的东西！经测试完全正确！-Strassen with traditional methods based on the combination of matrix multiplication algorithm, can be obtained even arbitrary two-matrix product! The code simple, concise, very good! Very clever! What sorts of complicated things! After testing entirely correct!
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Size: 2070 |
Author: 朱友勇 |
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Description: 算法分析实验报告：Strassen矩阵乘法，无问题-algorithm analysis experiment : Strassen matrix multiplication, no problem
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Size: 13282 |
Author: 刘兰英 |
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Description: 算法分析实验报告：Strassen矩阵乘法，无问题-algorithm analysis experiment : Strassen matrix multiplication, no problem
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Size: 13312 |
Author: 刘兰英 |
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Description: strassen算法的扩展，可以计算任何偶数阶矩阵的相乘，一般strassen只能计算2的n次方阶（自己编写，英文注释~）-Strassen expansion algorithm can even order any calculation of matrix multiplication, general Strassen only two terms of the n-th-order (to prepare themselves, English Notes ~)
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Size: 45056 |
Author: 建麟 |
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Description: Strassn关于两个矩阵相乘的算法，同过分治原理把两个n*n的矩阵阶各分解成四个n/2*n/2阶的矩阵，当分解出来的矩阵阶数等于2时，求借各个小矩阵，若阶数大与2，就递归的调用前面方法，直到分解成2*2的子矩阵为止。-Strassn on two matrix multiplication, the algorithm, with the governing principle over two n* n matrix of the band decomposed into 4 n/2* n/2 bands matrix, the matrix decomposition order to 2:00, seek through various small matrix, if several big bands and two on the recursive call ahead, until decomposed into two sub-2* Matrix far.
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Size: 12288 |
Author: 张斌 |
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Description: 传统方法与Strassen算法相结合的矩阵相乘算法，可以求出任意两个偶数阶矩阵的乘积！本代码简单,精简，非常好！非常巧妙！没用到什么复杂的东西！经测试完全正确！-Strassen with traditional methods based on the combination of matrix multiplication algorithm, can be obtained even arbitrary two-matrix product! The code simple, concise, very good! Very clever! What sorts of complicated things! After testing entirely correct!
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Size: 2048 |
Author: 朱友勇 |
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Description: strassen矩阵算法以及效率分析-Strassen matrix algorithm, as well as efficiency analysis
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Size: 250880 |
Author: zz |
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Description: 矩阵乘法是线性代数中最常见的运算之一，它在数值计算中有广泛的应用。若A和B是2个n×n的矩阵，则它们的乘积C=AB同样是一个n×n的矩阵。-Linear algebra matrix multiplication is the most common computing one of its numerical computation in a wide range of applications. If A and B are two n × n matrix, then their product C = AB is also a n × n matrix.
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Size: 238592 |
Author: 陈大哥 |
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Description: 使用strassen演算法來計算矩陣乘法，輸入矩陣大小，須為2的次方，程式會產生一矩陣於螢幕上和檔案C:\\matrix_1.txt，其產生的結果為2次方邊長的方陣，並按數字編排，同乘自己一次產生的結果-Strassen algorithm used to calculate the matrix multiplication, enter the matrix size to be power of 2, the program will have one matrix on the screen and the file C: \ matrix_1.txt, its results for the 2-th power edge long square, and the number of schedule, the same time by its own results
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Size: 2048 |
Author: 龍揮游 |
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Description: 一个矩阵类用于strassen算法，十分简单-A matrix-type for Strassen algorithm, is very simple
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Size: 1953792 |
Author: lisidi |
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Description: 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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Size: 1024 |
Author: 吕东 |
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Description: 调用随机函数输入2个矩阵，并用Strassen矩阵乘法和普通的矩阵乘法计算2个矩阵的乘积，并且记录程序运行时间作比较。
-Call the random function input 2 matrix, and matrix multiplication and Strassen matrix multiplication calculation ordinary matrix product of two, and run-time recording procedures for comparison.
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Size: 1024 |
Author: logo |
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Description: Strassen算法任意使用矩阵甚至。矩阵函数，就立即产生，并且计算算法的计算时间，使用计算器windos自己的时间，准确度高！-Strassen algorithm for calculating the arbitrary use of the matrix even. Matrix function has immediately generated, and the calculation algorithm of computing time, the use of calculators windos own time, high accuracy!
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Size: 1300480 |
Author: 刘枫 |
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Description: This File Named Strassen is the source of Strassen Algorithm
used for matrix multiplication.
It is so faster than the standard matrix multiplication
algorithm , and is useful in practice for large matrices.
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Size: 1024 |
Author: |
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Description: 矩阵乘法是线性代数运算中最常见的运算,它在科学研究以及工程开发中都具有举足轻重的作用,提高其运算的效率是很多大型的学术研究中的内容,这边论文是分析主要的两个矩阵乘法算法.-Linear algebra matrix multiplication is the most common operation, it is in scientific research and engineering development have a decisive role in raising the efficiency of its operations for many large academic research of the contents of papers here is to analyze the main two a matrix multiplication algorithm.
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Size: 26624 |
Author: 王斌 |
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Description: 1.实现时间复杂度为 Ο （nlg7） strassen矩阵乘法
2. 实现时间复杂度为 Ο(n3) 常规矩阵乘法
3. 能随机生成矩阵
4. 分析比较不同输入规模下的strassen算法与常规矩阵乘法的运行时间-1. To achieve the time complexity of Ο (nlg7) strassen matrix multiplication 2. To achieve the time complexity of Ο (n3) General matrix multiplication 3. Can be randomly generated matrix of 4. Analysis and Comparison strassen under different input size of the conventional matrix multiplication algorithm Run Time
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Size: 36864 |
Author: liupz |
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Description: Program includes class "macierz" (pl. matrix) with parallel multiply which uses open mp. It s simple multiply, not for example Strassen method.
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Size: 380928 |
Author: Ł ysy |
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Description: 矩阵算法的strassen算法，利用此方法只需执行7次递归的矩阵乘法运算和标量次加法和减法运算。-Matrix algorithm strassen algorithms, using this method only 7 recursive implementation of matrix multiplication and scalar addition and subtraction computation times.
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Size: 1024 |
Author: 寒 |
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Description: 该程序可以对两个同阶的2^n阶的矩阵采用Strassen算法做矩阵乘法-The program can be two of the same order of 2 ^ n order matrix Strassen algorithm to do matrix multiplication
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Size: 1024 |
Author: 黄伟伟 |
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