The 11th International Workshop on Set Theory took place at the CIRM, Luminy, October 4-8, 2010.

The scientific program can be found here. The list of participants can be seen here.

Minicourses were given by Ben Miller and Hugh Woodin. Notes taken by Andrés Caicedo of Woodin’s mini course can be found here here on Caicedo’s blog. Below are the available slides and abstracts:

- Forcing With Ultralters and Forcing Ultralters, Andreas Blass
- Combinatorics of $F_\sigma$-quotients, Joerg Brendle
- $G_0$-dichotomies for $\infty$-Borel sets, Andrés Caicedo
- The tree property revisited, James Cummings
- SUSIFA, a new kind of forcing axiom, Mirna Dzamonja
- Shelah classification and higher descriptive set theory, Sy Friedman
- Extensions of partial colorings on countable groups, Su Gao
- 2-dimensional convexity revisited, Stefan Geschke
- Potential Wadge classes, Dominique Lecomte
- On minimal cofinalities, Haike Mildenberger
- Descriptive set-theoretic dichotomy theorems, Ben Miller
- Forcing axioms and the Continuum Hypothesis, Justin Moore
- Countable linear orders in reverse mathematics, Itay Neeman
- A unied approach to higher Souslin trees constructions, Assaf Rinot
- Finitely approximable groups and actions, Christian Rosendal
- On the strength of (failure of) square, Grigor Sargsyan
- Generalisations of scattered orders, Katie Thompson
- On the consistency strength of the proper forcing axiom, Matteo Viale
- Covering arguments for the core model at small cardinals. Martin ZemanI

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