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Von Neumann algebra
Quasi-Expectations and Amenable Von Neumann
Von Neumann Algebras Form a Model for the Quantum Lambda Calculus∗
Algebra of Operators Affiliated with a Finite Type I Von Neumann Algebra
Set Theory and Von Neumann Algebras
Approximation Properties for Group C*-Algebras and Group Von Neumann Algebras
Categorical Characterizations of Operator-Valued Measures
Von Neumann Algebras
A GENTLE INTRODUCTION to VON NEUMANN ALGEBRAS for MODEL THEORISTS Contents 1. Topologies on B(H) and the Double Commutant Theore
Basic Von Neumann Algebra Theory
Notes on Von Neumann Algebras
Notes on Von Neumann Algebras
Finite Von Neumann Algebras : Examples and Some Basics 2 1.1
Rigidity for Von Neumann Algebras 3
Lectures on Von Neumann Algebras, by Serban Stràtilà and Laszló Zsidó
John Von Neumann and the Theory of Operator Algebras *
Von Neumann Algebras and Ergodic Theory of Group Actions
Von Neumann Algebraic Hardy Spaces David Blecher December
Contractions in Von Neumann Algebras
Top View
On the Geometry of Von Neumann Algebra Preduals
On the Von Neumann Algebra of an Ergodic Group Action1
State Spaces of Operator Algebras: Basic Theory, Orientations, and C*-Products,By Erik M
Von Neumann Algebras for Abstract Harmonic Analysis
CBENY THESIS.Pdf (1017.Kb)
THE FUNDAMENTAL GROUP of the VON NEUMANN ALGEBRA of a FREE GROUP with INFINITELY MANY GENERATORS IS Lr+ \{O}
Quantum Entropy and Its Applications to Quantum Communication and Statistical Physics
LECTURES on ERGODIC THEORY of GROUP ACTIONS (A VON NEUMANN ALGEBRA APPROACH) SORIN POPA University of California, Los Angeles 1
Positive Operator-Valued Measures and Phase-Space Representations
Von Neumann Algebras
Functional Analysis II Script
Math 261Y: Von Neumann Algebras (Lecture 9)
Classification Problems in Operator Algebras and Ergodic Theory
Math 261Y: Von Neumann Algebras (Lecture 13)
Math 261Y: Von Neumann Algebras (Lecture 1)
Spectral Theorem and Von Neumann Algebras
UCLA Electronic Theses and Dissertations
Von Neumann Algebraic Hp Theory