Unofficial index of online chapters in Handbook of Set Theory (Eds. Foreman, Kanamori)

                 (Note 1. by unofficial we also mean that the below does not necessarily reflect the actual table of contents of the handbook)

  (Note 2.  by index we stress that this webpage does not offer the actual chapters, but only links to the the authors' websites, where one can download these chapters)

  (Note 3. the official handbook page may be found in here)


Volume I


Chapter name






Stationary sets

Thomas Jech


Partition Relations

András Hajnal, Jean Larson


Coherent Sequences

Stevo Todorcevic





Borel equivalence relations

Greg Hjorth


Proper forcing

Uri Abraham


Combinatorial Cardinal Characteristics of the Continuum

Andreas Blass


Invariants of Measure and Category

Tomek Bartoszynski





Constructibility and Class Forcing

Sy D. Friedman


Fine Structure Theory I

Ralf-Dieter Schindler, Martin Zeman


Fine Structure Theory II

Philip Welch



Volume II


Chapter name


Elementary Embeddings




Elementary embeddings and algebra

Patrick Dehornoy


Iterated Forcing and Elementary Embeddings

James Cummings


Ideals and Generic Elementary Embeddings

Matthew Foreman

Singular Cardinals




Cardinal Arithmetic

Uri Abraham, Menachem Magidor


Prikry-type Forcings

Moti Gitik


Successors of Singular Cardinals

Todd Eisworth



Volume III


Chapter name


Inner Model Theory




Beginning Inner Model Theory

William J. Mitchell


The Covering Lemma

William J. Mitchell


An Outline of Inner Model Theory

John R. Steel


A Core Model ToolBox and Guide

Ernest Schimmerling





Structural Consequences of AD

Stephen C. Jackson


Determinacy in L(R)

Itay Neeman


Large Cardinals from Determinacy

Peter Koellner, W. Hugh Woodin


Forcing over models of determinacy

Paul B. Larson

A cofinality-preserving small forcing may introduce a special Aronszajn tree