| M. T. Chu and G. Golub. Structured inverse eigenvalue problems. Acta Numerica, page to appear, 2002. |
....The first problem is an inverse eigenproblem: Problem I. Given X = x 1 ; x 2 ; xm ] in C and = diag( 1 ; m ) in C a centrosymmetric or centroskew matrix A in R such that AX = X . There are many applications of inverse eigenproblems, see for instance the expository paper [2] where it contains algorithms for different structured matrices. The second problem we consider is the problem of best approximation: Problem II. Let L be the solution set of Problem I. Given a matrix B 2 R A 2 L kB Gamma A k = min A2L kB Gamma Ak; where k Delta k is the ....
M. Chu and G. Golub, Structured Inverse Eigenvalue Problems, Acta Numerica, 11 (2002), 1--71.
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M. T. Chu and G. Golub. Structured inverse eigenvalue problems. Acta Numerica, page to appear, 2002.
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M. T. Chu and G. H. Golub, Structured inverse eigenvalue problems, Acta Numerica, 12(2002), 1-71.
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M. T. Chu and G. H. Golub, Structured inverse eigenvalue problems, Acta Numerica, 11(2002), 1-71.
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M. T. Chu and G. H. Golub. Structured inverse eigenvalue problems. Acta Numerica, pages 1--71, 2002.
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M. T. Chu and G. Golub. Structured inverse eigenvalue problems. Acta Numerica, 11:1--71, 2002.
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Chu, Moody T. and Golub, Gene H., Structured inverse eigenvalue problems, Acta Numerica, 2002, to appear.
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M. T. Chu and G. H. Golub, Structured inverse eigenvalue problems, Acta Numerica, 12(2002), 1-71.
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Chu, Moody T. and Golub, Gene H., Structured inverse eigenvalue problems, Acta Numerica, 11(2002), 1-71.
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M. T. Chu and G. H. Golub, "Structured inverse eigenvalue problems," Acta Numerica, vol. 11, pp. 1--71, Jan. 2002.
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M. T. Chu and G. H. Golub, "Structured inverse eigenvalue problems," Acta Numerica, 2001.
No context found.
M. T. Chu and G. H. Golub, "Structured inverse eigenvalue problems," Acta Numerica, 2001.
No context found.
M. T. Chu and G. H. Golub, "Structured inverse eigenvalue problems," Acta Numerica, vol. 11, pp. 1--71, Jan. 2002.
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