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T. Andô (1995)
Matrix Young InequalitiesOperator theory, 75
T. Fack (1982)
Sur la notion de valeur caractéristiqueJ. Operator Theory, 7
R. Bhatia, F. Kittaneh (1990)
On the singular values of a product of operatorsSIAM Journal on Matrix Analysis and Applications, 11
H. Kosaki (1992)
An inequality of Araki-Lieb-Thirring (von Neumann algebra case), 114
M. Takesaki (1979)
Theory of Operator Algebras II
Yoshihiro Nakamura (1987)
An inequality for generalized s-numbersIntegral Equations and Operator Theory, 10
M. Argerami, D. Farenick (2003)
Young's inequality in trace-class operatorsMathematische Annalen, 325
O. Hirzallah, F. Kittaneh (2000)
Matrix Young inequalities for the Hilbert–Schmidt normLinear Algebra and its Applications, 308
R. Bhatia (1996)
Matrix Analysis
D. Farenick, S. Manjegani (2003)
Young's Inequality in Semifinite von Neumann AlgebrasarXiv: Operator Algebras
F. Hiai, Yoshihiro Nakamura (1987)
Majorizations for generalizeds-numbers in semifinite von Neumann algebrasMathematische Zeitschrift, 195
F. Hiai (1987)
Majorization and stochastic maps in von Neumann algebrasJournal of Mathematical Analysis and Applications, 127
If A1, . . . , A m are positive semidefinite n × n matrices, and if p 1, . . . , p m are positive real numbers such that [InlineMediaObject not available: see fulltext.] then
Positivity – Springer Journals
Published: Apr 6, 2007
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