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Book Categories |
Preface | ||
Introduction | ||
0 | Descriptive Set Theory | 1 |
1 | Polish Groups | 3 |
2 | Actions of Polish Groups | 13 |
3 | Equivalence Relations | 33 |
4 | Invariant Measures and Paradoxical Decompositions | 44 |
5 | Better Topologies | 53 |
6 | Model Theory and the Vaught Conjecture | 82 |
7 | Actions with Borel Orbit Equivalence Relations | 98 |
8 | Definable Cardinality | 116 |
References | 122 | |
Index | 132 |
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Add Descriptive Set Theory of Polish Groups, A Polish space (group) is a separable, completely metrizable topological space (group). This book is about actions of Polish groups, in connection with—or from the point of view of—the subject of descriptive set theory. Descriptive set theory is the study, Descriptive Set Theory of Polish Groups to the inventory that you are selling on WonderClubX
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Add Descriptive Set Theory of Polish Groups, A Polish space (group) is a separable, completely metrizable topological space (group). This book is about actions of Polish groups, in connection with—or from the point of view of—the subject of descriptive set theory. Descriptive set theory is the study, Descriptive Set Theory of Polish Groups to your collection on WonderClub |