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Commutation theorem
A Framework to Study Commutation Problems Bulletin De La S
Notes Which Was Later Published As Springer Lecture Notes No.128: Simplifi- Cation Was Not an Issue, but the Validity of Tomita’S Claim
Short Steps in Noncommutative Geometry
The Second Dual of a C*-Algebra the Main Goal Is to Expose a “Short” Proof of the Result of Z
Amplification of Completely Bounded Operators and Tomiyama's Slice
Commutation Theorems and Generalized Commutation Relations Bulletin De La S
Advanced Theory Richard V Kadison John R. Ringrose
Linear Algebra II
Commutator Theory on Hilbert Space
Amplification of Completely Bounded Operators and Tomiyama's Slice Maps
Locally Compact Quantum Groups. a Von Neumann Algebra Approach?
ALGEBRAS in TENSOR PRODUCTS Using Essentially a Result of JB
Module Maps on Duals of Banach Algebras and Topological Centre Problems ✩
Square-Integrable Representations of Hilbert Algebras*
UCLA Electronic Theses and Dissertations
S O/RS. OPT-??/P. I^Lй
The Slice Map Problem and Approximation Properties
Appendix 1 Functional Analysis
Top View
Arxiv:1203.6391V3 [Math.FA]
Appendix Polish Spaces and Standard Borel Spaces
View This Volume's Front and Back Matter
Tomita-Takesaki Theory and Its Application to the Structure Theory of Factors of Type Iii
Quantum Double Actions on Operator Algebras and Orbifold Quantum
A Bounded Operator Approach to Tomita-Takesaki Theory
A Generalized Commutation Relation for the Regular Representation Bulletin De La S
The Tensor Product Problem for Reflexive Algebras
Research Article Tensor Products of Noncommutative Lp-Spaces
APPLICATIONS of the WORK of STONE and VON NEUMANN to WAVELETS 3 a Key Role
Miscellaneous
Operator Space Structure on Fourier and Fourier-Stieltjes Algebras Nico Spronk, U