This is my thesis. At this point, all results have appeared (or will appear soon) in other and better places, so there’s little value in looking at it (unless one wants to see how much worse early drafts can be). The better places to look are:
Chapter III is Computing the Number of Types of Infinite Length
Chapter IV is Tameness from Large Cardinal Axioms
Chapter V is Forking in Short and Tame Abstract Elementary Classes
Chapter VI is Tameness and Extending Frames
Chapter VII is A Presentation Theorem for Continuous Logic and Metric Abstract Elementary Classes
Chapter VIII is The \Gamma-Ultraproduct and Averageable Classes
The remaining parts are Chapter I “Introduction” (which might be an interesting overview of AECs), Chapter II “Preliminaries” (which might be useful as a quick tour through the basic definitions of AECs), and Chapter IX (which is hopefully coming together soon).