Prescribed Eigenvalues Moody T. Chu, Fasma Diele +, And Ivonne Sgura  Home/Search
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Abstract: Matrix completion with prescribed eigenvalues is a special type of inverse eigenvalue problems. The goal is to construct a matrix subject to the structural constraint of prescribed entries and the spectral constraint of prescribed spectrum. The challenge of such a completion problem lies in the intertwining of the cardinality and the location of the prescribed entries so that the inverse problem is solvable. An intriguing question is whether matrices can have arbitrary entries at arbitrary... (Update)
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BibTeX entry: (Update)
@misc{ moody-gradient,
author = "Prescribed Eigenvalues Moody",
title = "Gradient Flow Methods For Matrix Completion With",
url = "citeseer.ist.psu.edu/761323.html" }
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