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Mathematical Discussion with
Aono
arimoto@iname.com
04/04/01
04/03/27
Nice paper on the numerical range
Joel H. Shapiro: Notes
on the numerical range September 19,2003
a correspondence
with Shapiro
04/03/26
Numerical range of nilpotent matrix is a circle
with the center of the origin 0.
Inequalities Governing the Operator Radii Associated with Unitary
ρ-Dilations John A.R. Holbrook Michigan Math. J. 18(1971) 149-159
The Powers of an Operator of Numerical Radius One Michael J.
Crabb Michigan Math. J. 18(1971)253-257
Convexity Properties of Operator radii Associate with Unitary
ρ-Dilations Tsuyoshi Ando and Katsutoshi Nishio Michigan Math. J. 20
(1973)303-307
Operator Radii of Commuting Products K. Okubo and
T.Ando Proceedings of American mathematical Society(1976)203-210
The Numerical Radius of a Commuting Product Vlsdimir
Muller Michigan Math. J. 35(1988) 255-260
Numerical Radii of
Zero-One matrices, Kenneth R.Davidson and John A.R.Holbrook Michigan
Math. J. 35(1988) 261-267
04/03/09
numerical_range.pdf
U.Haagerup and P.de la Harpe, The numerical radius of a
nilpotent operator on a Hilbert
space, Proc.Amer.Math.Soc.115(1992)371-379
J.S.Lancaster The boundary of the numerical
range Proc.Amer.Math.Soc.49(1975)393-398
C.K.Li and N.K.Tsing Matrices with circular symmetry on their
unitary orbits and C-numerical
range Proc.Amer.Math.Soc.111(1991)19-28
04/01/08
03/12/23
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