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In this article we shall characterize the Heinz-Kato-Furuta inequality
in several ways, and the best bound for sharpening of the inequality is obtained by
the method in [7].
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참고문헌 (9)
참고문헌 신청
C.-S. Lin / 1997 / Heinz's inequality and Bernstein's inequality / Proc. Amer. Math. Soc 125 : 2319 ~ 2325
C.-S. Lin / 1998 / Operator versions of inequalities and equalities on a Hilbert space / Linear Algebra Appl 268 : 365 ~ 374
C.-S. Lin / 1999 / On inequalities of Heinz and Kato, and Furuta for Linear operators / Math. Japonica 50 : 463 ~ 468
E. Heinz / 1951 / Beitrage zur Storungstheorie der Spektralzerlegung / Math. Ann 123 : 415 ~ 438
K. Lowner / 1934 / Uber monotone Matrixfunktionen / Math. Z 38 : 177 ~ 216
C.-S. Lin / 1998 / Operator versions of inequalities and equalities on a Hilbert space / Linear Algebra Appl 268 : 365 ~ 374
C.-S. Lin / 1999 / On inequalities of Heinz and Kato, and Furuta for Linear operators / Math. Japonica 50 : 463 ~ 468
E. Heinz / 1951 / Beitrage zur Storungstheorie der Spektralzerlegung / Math. Ann 123 : 415 ~ 438
K. Lowner / 1934 / Uber monotone Matrixfunktionen / Math. Z 38 : 177 ~ 216
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