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The Theory of Ultrafilters

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Cover of 'The Theory of Ultrafilters'

Table of Contents

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    Book Overview
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    Chapter 1 Set Theory
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    Chapter 2 Topology and Boolean Algebras
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    Chapter 3 Intersection Systems and Families of Large Oscillation
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    Chapter 4 The General Theory of Jónsson Classes
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    Chapter 5 The Jónsson Class of Ordered Sets
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    Chapter 6 The Jónsson Class of Boolean Algebras
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    Chapter 7 Basic Facts on Ultrafilters
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    Chapter 8 Large Cardinals
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    Chapter 9 The Rudin-Keisler Order on Types of Ultrafilters
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    Chapter 10 Good Ultrafilters
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    Chapter 11 Elementary Types
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    Chapter 12 Families of Almost Disjoint Sets
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    Chapter 13 Saturation of Ultraproducts
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    Chapter 14 Topology of Spaces of Ultrafilters
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    Chapter 15 Spaces Homeomorphic to (2α )α
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    Chapter 16 Ultrafilters on ω
Attention for Chapter 15: Spaces Homeomorphic to (2α )α
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