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11 - A generalisation to groupoids
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References
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Contents
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Preface
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Index
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Frontmatter
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A Universal Construction for Groups Acting Freely on Real Trees
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10 - Test functions: existence theorem and further applications
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7 - Conjugacy of hyperbolic elements
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3 - The ℝ-tree XG associated with ℛF(G)
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2 - The group ℛF(G)
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8 - The centralisers of hyperbolic elements
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4 - Free ℝ-tree actions and universality
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6 - Functoriality
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Appendix B - Some open problems
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5 - Exponent sums
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9 - Test functions: basic theory and first applications
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1 - Introduction
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Appendix A - The basics of Λ-trees
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Embedding theorems for tree-free groups
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- Mathematical Proceedings of the Cambridge Philosophical Society / Volume 149 / Issue 1 / July 2010
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- 05 May 2010, pp. 127-146
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- July 2010
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