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介绍Strassen算法，将矩阵乘法复杂度从O(n^3)降低到O(n^2.375)，适用于机器学习和人工智能中的高效矩阵运算。
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目前大火的机器学习、人工智能都需要大量矩阵运算，而且矩阵的阶数还很高，所以对矩阵乘法的算法要求很高。这里介绍一种矩阵乘法的 Strassen 算法，将矩阵乘法的复杂度从 $O(n^3)$ 降低到了 $O(n^{2.375})$ 。5分钟掌握矩阵乘法的 Strassen 算法
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