Book contents
- Frontmatter
- Contents
- Preface
- 1 General introduction
- 2 Masas in B(H)
- 3 Finite von Neumann algebras
- 4 The basic construction
- 5 Projections and partial isometries
- 6 Normalisers, orthogonality and distances
- 7 The Pukánszky invariant
- 8 Operators in L∞[0, 1]⊗B(H)
- 9 Perturbations
- 10 General perturbations
- 11 Singular masas
- 12 Existence of special masas
- 13 Irreducible hyperfinite subfactors
- 14 Maximal injective subalgebras
- 15 Masas in non-separable factors
- 16 Singly generated II1 factors
- A The ultrapower and property Γ
- B Unbounded operators
- C The trace revisited
- Bibliography
- Index
- Index of symbols
8 - Operators in L∞[0, 1]⊗B(H)
Published online by Cambridge University Press: 03 May 2010
- Frontmatter
- Contents
- Preface
- 1 General introduction
- 2 Masas in B(H)
- 3 Finite von Neumann algebras
- 4 The basic construction
- 5 Projections and partial isometries
- 6 Normalisers, orthogonality and distances
- 7 The Pukánszky invariant
- 8 Operators in L∞[0, 1]⊗B(H)
- 9 Perturbations
- 10 General perturbations
- 11 Singular masas
- 12 Existence of special masas
- 13 Irreducible hyperfinite subfactors
- 14 Maximal injective subalgebras
- 15 Masas in non-separable factors
- 16 Singly generated II1 factors
- A The ultrapower and property Γ
- B Unbounded operators
- C The trace revisited
- Bibliography
- Index
- Index of symbols
Summary
- Type
- Chapter
- Information
- Finite von Neumann Algebras and Masas , pp. 137 - 147Publisher: Cambridge University PressPrint publication year: 2008