Positive Cones and $L_p$-Spaces for von Neumann Algebras

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概要

• 論文の詳細を見る
• 京都大学の論文

著者

• Masuda Tetsuya

  Research Institute For Mathematical Sciences Kyoto University

• Araki Huzihiro

  Research Institute For Mathematical Sciences Kyoto University

• Araki Huzihiro

  Research Institute For Mathematical Science Kyoto University

• Masuda Tetsuya

  Research Institute for Food Science, Kyoto University Gokasho

関連論文

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• Positive Cones and $L_p$-Spaces for von Neumann Algebras
• $L\sb{p}$-Spaces for von Neumann Algebra with Reference to a Faithful Normal Semifinite Weight
• A Note on a Theorem of A. Connes on Radon-Nikodym Cocycles
• Groupoid Dynamical Systems and Crossed Product, I-The Case of $W\sp *$-Systems
• Application of Fourier Hyperfunction to Fourier Expansion in Continuous Crossed Product(Generalized Functions and Linear Differential Equations, VIII)
• On Boundedness and $\parallel \cdot \parallel_p$ Continuity of Second Quantisation
• On the Kubo-Martin-Schwinger Boundary Condition
• Relative Entropy for States of von Neumann Algebras II
• On the Algebra of All Local Observables
• Type of von Neumann Algebra Associated with Free Field
• A Remark on Machida-Namiki Theory of Measurement
• A Classification of Factors
• On a Certain Class of $^\ast$-Algebras of Unbounded Operators
• On Quasi-equivalence of Quasifree States of the Canonical Commutation Relations

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