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用动态怪话算法编写的有关矩阵相乘的java程序-dynamic algorithm cynical remark of the matrix multiplication of java programs
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1． 用任何一种高级开发语言编程实现矩阵相乘的Strassen算法。
2． 分析其时间复杂度。
3． Strassen算法与传统算法其优点与不足之处。
-1. Any development of a high-language programming matrix multiplication, the algorithm Strassen. 2. Analysis of their time complexity. 3. Strassen algorithm and the tr
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数据结构的课程设计报告-稀疏矩阵的乘法-data structure of the design report - sparse matrix multiplication.
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用分治法解矩阵乘法(C++实现)-with the partition method for matrix multiplication (C achieved)
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有输入界面（图形或文字界面都可），能区分加法、减法、乘法和转置；能处理任意输入的典型数据和进行出错数据处理（例如乘法，当第一个矩阵的列数不等于第二个矩阵的行数时）；必须采用三元组作存储结构，不能采用数组等形式；输出要求用矩阵的形式输出（即习题集136页的形式），当第一个矩阵的行数不等于第二个矩阵的行数时，注意如第三个乘法的形式输出。-The input interface (graphical or text interface can be), to distinguish between a
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a cuda program for parallel multiplication of matrix
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N为矩阵乘法AB-1,使用MFC设计。
这是本科课程设计的题目，希望对大家有帮助。-N for the matrix multiplication AB-1, using the MFC design. This is the subject of the undergraduate curriculum, we want to help.
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matric summing, differencing, multiplication, identity
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矩阵的加减乘与转置运算.能计算double与int型矩阵-Matrix multiplication and subtraction transpose operation
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矩阵计算器，可以完成10*10及其以内矩阵的加法，减法，乘法，转置和求秩运算。-Matrix calculator, and can be completed within 10* 10 matrix addition, subtraction, multiplication, transpose and rank demand computing.
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介绍矩阵的一些应用,可以用于 一些矩阵的加减乘除的运算等-Introduces some applications of the matrix, which can be used in some of the matrix of addition, subtraction, multiplication, and division operation, etc
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算法分析实验报告：Strassen矩阵乘法,无问题,可以用的源码-Algorithm analysis lab report: Strassen matrix multiplication, no problem, can use the source code
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基于单文档的矩阵计算器，可以计算矩阵，实现加减乘运算，还包括转置(Based on a single document matrix calculator, you can calculate the matrix, to achieve addition and subtraction multiplication, but also transpose)
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