Publication | Closed Access
EXACTNESS AND UNIFORM EMBEDDABILITY OF DISCRETE GROUPS
103
Citations
7
References
2004
Year
Spectral TheoryLie GroupRepresentation TheoryHilbert SpaceGroup γFrattini SubgroupOrdered GroupGroup RepresentationNilpotent Group
A numerical quasi-isometry invariant R(Γ) of a finitely generated group Γ is defined whose values parametrize the difference between Γ being uniformly embeddable in a Hilbert space and C r * (Γ) being exact.
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