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Part I Preliminaries.
Ultrafilters.
Nonstandard Analysis.
Hyperfinite Generators of Ultrafilters.
Many Stars: Iterated Nonstandard Extensions.
LoebMeasure.
Part II Ramsey Theory.
Ramsey's Theorem.
The Theorems of van der Waerden and Hales-Jewett.
From Hindman to Gowers.
Partition Regularity of Equations.
Part III Combinatorial Number Theory.
Densities and Structural Properties.
Working in the Remote Realm.
Jin's Sumset Theorem.
Sumset Configurations in Sets of Positive Density.
Near Arithmetic Progressions in Sparse Sets.
The Interval Measure Property.
Part IV Other Topics.
Triangle Removal and Szemerédi Regularity.
Approximate Groups.
Foundations of Nonstandard Analysis.

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