NORM INEQUALITIES FOR THE GEOMETRIC MEAN AND ITS REVERSE
スポンサーリンク
概要
- 論文の詳細を見る
- 2007-03-01
著者
-
SEO YUKI
FACULTY OF ENGINEERING, SHIBAURA INSTITUTE OF TECHNOLOGY
-
NAKAMOTO RITSUO
Faculty of Engineering, Ibaraki University
-
Seo Yuki
Faculty Of Engineering Shibaura Institute Of Technology
-
Nakamoto Ritsuo
Faculty Of Engineering Ibaraki University
関連論文
- KANTOROVICH TYPE INEQUALITIES FOR THE DIFFERENCE WITH TWO NEGATIVE PARAMETERS
- AN ANALYSIS OF THE INTERNAL STRUCTURE OF THE CELEBRATED FURUTA INEQUALITY VIA OPERATOR MEAN
- KANTOROVICH TYPE INEQUALITIES CHARACTERIZE THE CHAOTIC ORDER FOR POSITIVE OPERATORS
- A GENERALIZED POLYA-SZEGO INEQUALITY FOR THE HADAMARD PRODUCT
- ANDO'S THEOREM FOR HADAMARD PRODUCTS AND OPERATOR MEANS
- UPPER BOUNDS FOR THE DIFFERENCE BETWEEN SYMMETRIC OPERATOR MEANS
- REVERSES OF OPERATOR INEQUALITIES ON OPERATOR MEANS
- GRAPHS AND GERSGORIN'S THEOREM
- A COMPLEMENT OF THE ANDO-HIAI INEQUALITY AND NORM INEQUALITIES FOR THE GEOMETRIC MEAN
- NORM INEQUALITIES FOR THE GEOMETRIC MEAN AND ITS REVERSE
- APPROXIMATION TO THE SQUARE ROOT OF A POSITIVE OPERATOR
- SPECTRAL ORDER OF OPERATORS AND FURUTA INEQUALITY
- OPERATOR INEQUALITIES AND COVARIANCE IN NONCOMMUTATIVE PROBABILITY
- OPERATOR MEAN AND KANTOROVICH INEQUALITY
- A GEOMETRIC MEAN IN THE FURUTA INEQUALITY
- GENERALIZATIONS OF THE WIELANDT THEORAM
- CONDITIONAL EXPECTATION AND HADAMARD PRODUCT OF OPERATORS
- GENERALIZATIONS OF AN INEQUALITY OF MARCUS
- NORM EQUALITY CONDITION IN TRIANGULAR INEQUALITY