The Inverse Eigenvalue Problem for Tridiagonal Matrices With Linear Relation
Zhibin Li, Xinxin Zhao · 2009
This paper researches the inverse eigenvalue problem for tridiagonal matrices with linear relation. And presents the problem that using the tridiagonal matrix and the matrix which is got rid of the last row and the last column to make the original matrix. The expression of the solution of the problem is given, and some numerical example is provided.