Book contents
- Frontmatter
- Contents
- Preface
- Acknowledgements
- I A Prologue: Mostly Historical
- II Three Classical Inequalities
- III A Fourth Inequality
- IV Elementary Properties of the Fréchet Variation – an Introduction to Tensor Products
- V The Grothendieck Factorization Theorem
- VI An Introduction to Multidimensional Measure Theory
- VII An Introduction to Harmonic Analysis
- VIII Multilinear Extensions of the Grothendieck Inequality (via Λ(2)-uniformizability)
- IX Product Fréchet Measures
- X Brownian Motion and the Wiener Process
- XI Integrators
- XII A ‘3/2-dimensional’ Cartesian Product
- XIII Fractional Cartesian Products and Combinatorial Dimension
- XIV The Last Chapter: Leads and Loose Ends
- References
- Index
II - Three Classical Inequalities
Published online by Cambridge University Press: 13 August 2009
Book contents
- Frontmatter
- Contents
- Preface
- Acknowledgements
- I A Prologue: Mostly Historical
- II Three Classical Inequalities
- III A Fourth Inequality
- IV Elementary Properties of the Fréchet Variation – an Introduction to Tensor Products
- V The Grothendieck Factorization Theorem
- VI An Introduction to Multidimensional Measure Theory
- VII An Introduction to Harmonic Analysis
- VIII Multilinear Extensions of the Grothendieck Inequality (via Λ(2)-uniformizability)
- IX Product Fréchet Measures
- X Brownian Motion and the Wiener Process
- XI Integrators
- XII A ‘3/2-dimensional’ Cartesian Product
- XIII Fractional Cartesian Products and Combinatorial Dimension
- XIV The Last Chapter: Leads and Loose Ends
- References
- Index
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- Analysis in Integer and Fractional Dimensions , pp. 19 - 37Publisher: Cambridge University PressPrint publication year: 2001