Uniform amenability at infinity holds for free groups and limit groups, implying uniform strong convergence in the operator algebraic sense for convergent sequences of such groups in the marked group space.
Magee; Strong convergence of unitary and permutation representations of discrete groups
2 Pith papers cite this work. Polarity classification is still indexing.
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Pith papers citing it
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2026 2verdicts
UNVERDICTED 2representative citing papers
Proposes a random matrix analogue of the Akemann-Ostrand property for free groups and that random embeddings of L(F_2) into matrix ultraproducts are existential.
citing papers explorer
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Uniform amenability at infinity
Uniform amenability at infinity holds for free groups and limit groups, implying uniform strong convergence in the operator algebraic sense for convergent sequences of such groups in the marked group space.
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Questions on the structure of random embeddings of $L(\mathbb{F}_2)$
Proposes a random matrix analogue of the Akemann-Ostrand property for free groups and that random embeddings of L(F_2) into matrix ultraproducts are existential.