CLASSES OF OPERATORS DETERMINED BY THE HEINZ-KATO-FURUTAINEQUALITY AND THE HOLDER-MCCARTHY INEQUALITY

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概要

• 論文の詳細を見る
• 新潟大学の論文

著者

• Masatoshi Fujii

  Department Of Mathematics Osaka Kyoiku University

• Saichi Izumino

  Faculty of Education, Toyama University

• Ritsuo Nakamoto

  Faculty of Engineering, IbarakiUniversity

• Saichi Izumino

  Faculty Of Education Toyama University

• Ritsuo Nakamoto

  Faculty Of Engineering Ibarakiuniversity

• Ritsuo Nakamoto

  Faculty Of Engineering Ibaraki University

関連論文

• Operator inequalities related to Cauchy-Schwarz and Holder-McCarthyinequalities
• CLASSES OF OPERATORS DETERMINED BY THE HEINZ-KATO-FURUTAINEQUALITY AND THE HOLDER-MCCARTHY INEQUALITY
• Norm inequalities related to Mcintosh type inequality
• A GEOMETRICAL STRUCTURE IN THE FURUTA INEQUALITY, II
• Simultaneous extensions of Selberg inequality and Heinz-Kato-Furutainequality
• COVARIANCE IN BERNSTEIN'S INEQUALITY FOR OPERATORS
• OZEKI'S INEQUALITY AND NONCOMMUTATIVE COVARIANCE
• A FORMULA FOR THE MINIMUM GAP OF OPERATORS
• MARCUS-THOMPSON TYPE THEOREMS FOR HILBERT SPACE OPERATORS

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