Norm estimates for functions of a Hilbert–Schmidt operator nonregular on the convex hull of the spectrum

Michael I. Gil’

Type: Article

Publication Date: 2017-12-12

Citations: 1

DOI: https://doi.org/10.1007/s41478-017-0066-1

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Locations

The Journal of Analysis - View

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Works Cited by This (19)

Action	Title	Year	Authors
+	Computing Real Logarithm of a Real Matrix	2008	Nagwa Sherif Ehab Morsy
+	Stability of Solutions of Differential Equations in Banach Space	2002	Ju. Daleckiĭ M. Г. Крейн
+	Intermediate Hamiltonian via Glazman's splitting and analytic perturbation for meromorphic matrix‐functions	2007	A. Mikhailova B. S. Pavlov Л. В. Прохоров
+	Estimate for the norm of matrix-valued functions	1993	Michael Gil’
+	Orthogonal rational matrix‐valued functions on the unit circle: Recurrence relations and a Favard‐type theorem	2006	Bernd Fritzsche Bernd Kirstein Andreas Lasarow
+	Theoretical and numerical considerations about Padé approximants for the matrix logarithm	2001	João R. Cardoso F. Silva Leite
+	Computing the square root and logarithm of a real P-orthogonal matrix	2003	João R. Cardoso Charles Kenney F. Silva Leite
+	Functions of matrices	2005	Luis Verde‐Star
+	Estimates for Entries of Matrix Valued Functions of Infinite Matrices	2008	Michael I. Gil’
+	Matrix functions nonregular on the convex hull of the spectrum	2011	Michael Gil'