DESCRIPTIVE SET THEORY IN PARIS
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DESCRIPTIVE SET THEORY IN PARIS |
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| Joan BAGARIA | Principles of Structural Reflection and the Hierarchy of Large Cardinals |
| Riccardo CAMERLO | Invariantly universal analytic quasi-orders |
| Clinton CONLEY | Measurable chromatic numbers |
| Mirna DZAMONJA | A classification of measures |
| Marton ELEKES | Reflection of nonmeagerness in Cantor sets |
| Valentin FERENCZI | The isometry group of hereditarily indecomposable Banach spaces |
| Julien MELLERAY | The small density property for Polish topometric groups. |
| Benjamin MILLER | Komjáth-Laczkovich style dichotomies |
| Lionel NGUYEN VAN THE | Universal flows for closed subgroups of the permutation group of the integers |
| Vladimir PESTOV | Even larger groups: a glimpse over the horizon of Polishness |
| Slawomir SOLECKI | Generic measure preserving transformations and unitary representations of L0 |
| Todor TSANKOV | Unitary representations of oligomorphic groups |
| Jan VAN MILL | On countable dense and strong n-homogeneity |