一类全对称周期Jacobi矩阵逆特征值问题
A KIND OF INVERSE EIGENVALUE PROBLEM FOR REAL BI-SYMMETRIC PERIODIC JACOBI MATRICES
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摘要: 提出了关于全对称周期Jacobi矩阵的一类逆特征值问题。导出了问题有唯一解的一个充分条件;在条件满足时给出了计算公式。Abstract: A kind of inverse eigenvalue problem is proposed for real bi symmetric periodic Jacobi marices. The sufficient condition for the problem to have unique solution has been apecified. When the condition holds, the calculating formula derived here can be used.