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Dedication
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Contents
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1 - Equivalence Relations and Reductions
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Preface
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4 - Invariant and Quasi-invariant Measures
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9 - Treeability
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6 - Rigidity and Incomparability
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Frontmatter
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12 - The Poset of Bireducibility Types
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List of Notation
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References
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15 - A Universal Space for Actions and Equivalence Relations
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10 - Freeness
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8 - Amenability
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3 - Essentially Countable Relations
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13 - Structurability
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2 - Countable Borel Equivalence Relations
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14 - Topological Realizations
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5 - Smoothness, E0 and E∞
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7 - Hyperfiniteness
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