论文标题
矩阵的真正平方根：半简单，对称和正交情况的差异特性
Real square roots of matrices: differential properties in semi-simple, symmetric and orthogonal cases
论文作者
论文摘要
我们在假设基质及其平方根是半刺或对称或正交的假设下，研究了非单个真实基质的真实平方根的差分和度量结构。
We study the differential and metric structures of the set of real square roots of a non-singular real matrix, under the assumption that the matrix and its square roots are semi-simple, or symmetric, or orthogonal.
