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

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.

用分治法解矩阵乘法(C++实现)-with the partition method for matrix multiplication (C achieved)

matric summing, differencing, multiplication, identity