Free groups are uniformly exact, and any limit group inherits this, forcing strong operator-algebraic convergence for convergent marked-group sequences.
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 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
Free groups are uniformly exact, and any limit group inherits this, forcing strong operator-algebraic convergence for convergent marked-group sequences.
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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.