Equivariant Embeddings of Trees into Hyperbolic Spaces

Abstract

For every cardinal α ≥ 2 there are three complete constant curvature model manifolds of Hilbert dimension α: the sphere S, the Euclidean space E and the hyperbolic space H. Studying isometric actions on these spaces corresponds in the first case to studying orthogonal representations and in the second case to studying cohomology in degree one with… (More)

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