Book contents
- Frontmatter
- Contents
- Introduction
- Chapter 1 Notation and Preliminary Background
- Chapter 2 Gaussian Variables. K-Convexity
- Chapter 3 Ellipsoids
- Chapter 4 Dvoretzky's Theorem
- Chapter 5 Entropy, Approximation Numbers, and Gaussian Processes
- Chapter 6 Volume Ratio
- Chapter 7 Milman's Ellipsoids
- Chapter 8 Another Proof of the QS Theorem
- Chapter 9 Volume Numbers
- Chapter 10 Weak Cotype 2
- Chapter 11 Weak Type 2
- Chapter 12 Weak Hilbert Spaces
- Chapter 13 Some Examples: The Tsirelson Spaces
- Chapter 14 Reflexivity of Weak Hilbert Spaces
- Chapter 15 Fredholm Determinants
- Final Remarks
- Bibliography
- Index
- Frontmatter
- Contents
- Introduction
- Chapter 1 Notation and Preliminary Background
- Chapter 2 Gaussian Variables. K-Convexity
- Chapter 3 Ellipsoids
- Chapter 4 Dvoretzky's Theorem
- Chapter 5 Entropy, Approximation Numbers, and Gaussian Processes
- Chapter 6 Volume Ratio
- Chapter 7 Milman's Ellipsoids
- Chapter 8 Another Proof of the QS Theorem
- Chapter 9 Volume Numbers
- Chapter 10 Weak Cotype 2
- Chapter 11 Weak Type 2
- Chapter 12 Weak Hilbert Spaces
- Chapter 13 Some Examples: The Tsirelson Spaces
- Chapter 14 Reflexivity of Weak Hilbert Spaces
- Chapter 15 Fredholm Determinants
- Final Remarks
- Bibliography
- Index
Summary
- Type
- Chapter
- Information
- The Volume of Convex Bodies and Banach Space Geometry , pp. 249 - 250Publisher: Cambridge University PressPrint publication year: 1989