线性方程组Ax=b在满秩次对称矩阵类中的反问题

The Inverse Problem of the Linear Equations Ax=b in the Classes of Full Rank Sub-Symmetric Matrices

讨论了线形方程组Ax=b的反问题在满秩次对称矩阵类中解的存在性,并将其转化为在对称矩阵类中的反问题求解.

This paper discusses the solvability conditions on the inverse problem of linear equations Ax=b in the classes of sub-symmetric matrices and converts it into the inverse problem in the classes of symmetric matrices.