柳田 昌宏 | 東京理科大学理学部
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概要
関連著者
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柳田 昌宏
東京理科大学理学部
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山崎 丈明
神奈川大学工学部
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山崎 丈明
東京理科大学理学部
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古田 孝之
東京理科大学理学部
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古田 孝之
弘前大学
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Patel S.m
Department Of Mathematics Sardar Patel University
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棚橋 浩太郎
東北薬科大学
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伊藤 公智
東京理科大学理学部
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内山 敦
仙台電波高等専門学校
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Patel S.m.
Department Of Mathematics Sardar Patel University
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橋本 雅史
東京理科大学理学部
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内山 敦
仙台電波工業高等専門学校
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Patel Sharandas
Sardar Patel University
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Uchiyama Atsushi
Sendai National College Of Technology
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TANAHASHI KOTARO
DEPARTMENT OF MATHEMATICS, TOHOKU PHARMACEUTICAL UNIVERSITY
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YANAGIDA MASAHIRO
DEPARTMENT OF MATHEMATICAL INFORMATION SCIENCE, TOKYO UNIVERSITY OF SCIENCE
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Patel S.M.
Sardar Patel University
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Tanahashi Kotaro
Department Of Mathematics Tohoku College Of Pharmacy
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Yanagida Masahiro
Department Of Mathematical Information Science Faculty Of Science Tokyo University Of Science
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Yanagida Masahiro
Department Of Mathematical Information Science Tokyo University Of Science
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Yanagida Masahiro
Department Of Applied Mathematics Faculty Of Science Science University Of Tokyo
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Tanahashi Kotaro
Department Of Mathematics Tohoku Pharmaceutical University
著作論文
- Further extensions of characterizations of chaotic order associated with Kantorovich type inequalities (Operator Inequalities and Related Area)
- Relations among operator orders and operator inequalities (Recent Topics on Operator inequalities)
- The polar decomposition of the product of operators and its applications to binormal and centered operators (Structure of operators and related current topics)
- On numerical range and polar decomposition of the Aluthge transformation (Current topics on operator theory and operator inequalities)
- Relations between two operator inequalities and their applications to paranormal operators (Current topics on operator theory and operator inequalities)
- EXTENSIONS OF PARANORMAL OPERATORS AND THIER PROPERTIES (Operator Inequalities and Related Area)
- Characterizations of chaotic order associated with Kantorovich inequality (Operator Inequalities and related topics)
- Generalized operator functions implying order preserving operator inequalities(Inequalities in operator theory and its related topics)
- An extension of order preserving operator inequalities(Inequalities in operator theory and its related topics)
- Order preserving operator function via the inequality (Applied Functional Analysis)
- QUASINORMALITY AND FUGLEDE-PUTNAM THEOREM FOR CLASS A(s,t) OPERATORS
- Class $A(s,t)$作用素のFuglede-Putnam定理 (作用素論における作用素不等式の役割)
- Operator inequalities obtained from M. Uchiyama's recent results (Inequalities on Linear Operators and its Applications)
- Order preserving operator inequalities with operator monotone functions (線形作用素の理論と応用に関する最近の発展--RIMS研究集会報告集)
- Classes of non-normal operators defined by inequalities for operator means(Recent Developments in Linear Operator Theory and its Applications)
- Class A-$f$ and A-$f$-paranormal operators (Role of Operator Inequalities in Operator Theory)
- Powers of class $w \mbox{A}(s,t)$ operators associated with generalized Aluthge transformation (Development of Operator Theory and Problems)