Unital separable ASH algebras with subquadratic growth and no nonzero finite-dimensional representations have uniform property Γ, making quadratic growth the precise threshold for its failure.
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Subquadratic growth and uniform property \(\Gamma\)
Unital separable ASH algebras with subquadratic growth and no nonzero finite-dimensional representations have uniform property Γ, making quadratic growth the precise threshold for its failure.