The Largest Singular Value of Esupx Asubo E X is Convex On Convex Sets of C
The Largest Singular Value of Esupx Asubo E X is Convex On Convex Sets of C
R Sezginer
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242-250, 1982. [2] M. K. H. Fan and A. L. Tits, "Characterization and efficient computation of the structured singular value, " IEEE Trans. Automat. Contr. , vol. AC-31, pp. 734-743, 1986. [3] M. K. H. Fan, "Characterization and computation of the structured singiilar value, " Ph. D. Thesis, Univ. Of Maryland, College Park, MD, 1986. [4] A. K. Packard, "What's new with /x: Structured uncertainty in multivariable control, " Ph. D. Thesis, Univ. Of California, Berkeley, CA, 1988. [5] W. Rudin, Pr...inciples of Mathematical Analysis, McGraw-Hill, 1976. [6] E. Polai and Y. Waxdi, "Nondifferentiable optimization aJgorithm for designing control systems having singular value inequalities, " Automatica 18, pp. 267-283, 1982. [7] M. L. Overton, "On minimizing the majdmum eigenvedue of a symmetric ma- trix, " SIAM J. Matrix Anal. Applic. 9, pp. 256-268, 1988. (NYU COMPSCI TR-403 Sezginer, Renan Sezer ?hrrrrg4st singular value of e{sup}x A{sub}o e x x. Convex on. . . ^• NYU COMPSCI TR-403 -Sezginer, Renan Sezer The largest singular value I- of e{sup}x A{sub}o e -x is convex on.
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