Our purpose in this work is to explore smoothness properties of transformations of a matrix valued function A to Hessenberg and bidiagonal form. The interplay with the rank of associated Krylov functions is exploited to clarify what one should expect for smooth functions A satisfying generic properties

Smoothness of Hessenberg and bidiagonal forms / L. DIECI; M.G. GASPARO; A. PAPINI. - In: MEDITERRANEAN JOURNAL OF MATHEMATICS. - ISSN 1660-5446. - STAMPA. - 5:(2008), pp. 21-31. [10.1007/s00009-008-0133-6]

Smoothness of Hessenberg and bidiagonal forms

GASPARO, MARIA GRAZIA;PAPINI, ALESSANDRA
2008

Abstract

Our purpose in this work is to explore smoothness properties of transformations of a matrix valued function A to Hessenberg and bidiagonal form. The interplay with the rank of associated Krylov functions is exploited to clarify what one should expect for smooth functions A satisfying generic properties
2008
5
21
31
L. DIECI; M.G. GASPARO; A. PAPINI
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Utilizza questo identificatore per citare o creare un link a questa risorsa: https://hdl.handle.net/2158/255286
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