Structured inverse eigenvalue problems

By Moody T. Chu, Gene H. Golub. Acta Numerica, 2002

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An Inexact Cayley Transform Method For Inverse Eigenvalue Problems (2004, background): “Moreover, in the discrete inverse Sturm-Liouville problem, n is the number of grid-points, see Chu and Golub [10, p. 10].”
On the continuum limit of a discrete inverse spectral problem on optimal finite difference grids (2005, methodology): “To our knowledge, this is the first established link between discrete inversion, such as inverse spectral problems for Jacobi matrices [18] or the impedance tomography problem for graphs [22] [20] [21] [40] [45] [48], and continuous inversion.”
Spillover Phenomenon in Quadratic Model Updating (2008, unknown): “See the newly revised book by Gladwell [5], the review article [6], and the recently completed monograph by Chu and Golub [7] in which more than 460 references are collected.”
Electrical impedance tomography (2002, background): “43) and solving a discrete inverse eigenvalue problem [43], respectively.”